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00:31 | Hi, Stephanie, how are you ? I'm doing ok. Good, |
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00:37 | . Um, I'm just having a at this little case that, |
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00:42 | Alan Campbell provided. Um, as quickly look at these logs, this |
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00:55 | part looks kind of funky, doesn't ? Mhm. So, as a |
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01:05 | at first you think, well, they, maybe something messed up. |
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01:12 | if you look closer, what would other, uh, what's our other |
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01:16 | for this big kind of uniform I ? Hm. Let's see that |
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01:31 | And, I mean, I don't , it's like a huge change. |
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01:38 | it is, I don't know what cause that big of a, unless |
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01:47 | like a wash out or something. I don't think so. So |
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01:52 | it kind of looks like a wash or that they're bad logs. But |
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01:57 | we look at the seismic, there's a seismic response you can see this |
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02:07 | the top and in fact, there to be a seismic response here and |
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02:15 | logs seem to show it and it like there's a seismic response here. |
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02:22 | . So, the logs actually look . There's pretty much only one thing |
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02:34 | generally comes in that uniform of a salt. Oh OK. So, |
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02:55 | sure enough, if we went in , I can't see all this, |
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02:59 | uh pink is probably, yeah, is the density log. You can |
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03:05 | that the density log is quite And then the acoustic impedance in Ballo |
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03:17 | the basic sonic log. So what just done is taken the density here |
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03:22 | multiplied it by the sonic log as do to get this impedance. Um |
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03:32 | is now the the blue guy is the impedance log. So and he |
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03:36 | the impedance and it looks like they've that here. This is the |
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03:40 | the change in impedance and then convolving with the wavelet gives this, which |
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03:49 | our synthetic sio gram, which seems this area to tie pretty well. |
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03:55 | , and they do have annotated out barely top salt base salt. |
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04:02 | so sure enough, that's, that's story. And then they uh they |
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04:09 | apply uh checks shot corrections to this . And now you can see that |
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04:14 | synthetic ties the seismic much better. this is actually pretty beautiful. You |
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04:27 | really see the effect of the big live changes, big impedance |
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04:37 | nice reflectivity. And then the real shows us up quite uh definitively. |
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04:45 | a nice little case there. Now can uh look another V S P |
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04:57 | once again, here is depth, deeper, time, getting longer. |
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05:02 | this guy coming in there. That one is the P wave. |
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05:10 | that's our P wave downgoing first And then this event is high amplitude |
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05:18 | very, very linear. See the wave we've got these little kinks |
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05:24 | So we know there's a layer, layer, a layer, but this |
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05:29 | is going right through. So that's of unnatural. That's the tube wave |
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05:36 | propagating down the fluid. So we like that, but there it |
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05:49 | And this well looks like it's drilled to 8, 20 m deep. |
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05:57 | we can see that, as you imagine, the tube wave goes down |
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06:00 | fluid in the well hits the bottom the well and bounces back. So |
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06:20 | that's that. So that's just one the uh one of the noisy things |
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06:29 | happen can happen in, in uh the V S P. So let's |
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06:35 | at how we're gonna process this whole . Now, now we're moving toward |
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06:40 | interpretive product. So just schematically, um we have that depth and time |
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06:57 | went in and we looked at this arrival, we got time to depth |
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07:01 | the P wave, we got interval , we got Q maybe we got |
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07:07 | the source wavelet looked like. We the frequency content. So we've looked |
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07:13 | thoroughly at that first breaking downgoing So we understand that now we want |
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07:21 | be able to use this data to it directly to surface seismic So here's |
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07:27 | little conceptual step I wanna make this S P data look like surface |
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07:40 | So we remember that surface seismic is to be zero offset reflection. So |
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07:46 | surface seismic is a shot and a energy down back cool zero offset source |
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07:55 | receiver in the same position in two normal instance, travel time. So |
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08:01 | the energy is going down into the and back, that's it. And |
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08:04 | how we plot out our whole section volume, the surface seismic section or |
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08:08 | . So now our job is to that we're going to interpret it with |
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08:11 | logs and the V S P. we have to make the V S |
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08:15 | somehow correspond to the surface seism. means that we've got to make the |
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08:22 | S P look like pure reflections, ? So this is how we make |
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08:28 | V S P uh look like and and be very similar to surface |
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08:38 | So number one, we've got all downgoing energy and now I wanna look |
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08:42 | reflections because that's all that the surface is surface se is just reflections. |
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08:47 | that means I want to get rid the downgoing wave. No, this |
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08:55 | a, a view that's good for kind of filter, but it's what |
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09:00 | use in BS P. So the ways carrying most of the energy remember |
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09:05 | the reflections are just the change in impedance over two times the impedance. |
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09:11 | the reflection energy is just a small of the downgoing energy. So |
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09:19 | the downgoing energy is taking all the down their impedance contrast that's reflecting a |
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09:26 | bit back. But we said the , the amount going back is the |
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09:32 | , which is the change in impedance two times the impedance. So that's |
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09:37 | gonna be about .01 or something. very small. So these upgoing reflections |
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09:50 | very small compared to the downgoing That means it's hard to suppress the |
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09:58 | energy and get the upgoing energy So what we do is kind of |
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10:08 | tai chi ta method of beating up succeeding against a much bigger opponent. |
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10:21 | might remember if you ever took any arts, some of them, if |
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10:25 | dealing with an opponent who's really if you go right at the |
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10:30 | that's probably not gonna work out too for you. They're just a lot |
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10:35 | than you are. So the classic kind of tai chi approach is to |
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10:42 | the opponent's strength to your advantage. a simple case of that would be |
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10:50 | approach the opponent, the opponent lunges you, you step out of the |
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10:55 | and trip them and that's the kind move that a Tai chi person would |
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11:00 | . They're not gonna try to hit directly. They're gonna step out of |
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11:03 | way and trick you and use your energy for you to fall over. |
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11:08 | so in a sense that's the kind filter we're gonna use here. What |
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11:12 | gonna do is pick the downgoing wave then just subtract those first break picks |
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11:27 | effectively align the data. This is to flatten it. So we're gonna |
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11:40 | it. And now we've got all big energy that's aligned horizontally and then |
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11:47 | got our little reflected energy that's kind stretched out. And is that |
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11:59 | a high angle dip with respect? I've done is just shifted these, |
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12:04 | of these traces up to 100 just a bulk shift with just |
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12:10 | a constant value. So I've just the trace and then I've aligned |
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12:16 | And now what I can do is is all big stuff, high energy |
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12:20 | aligned horizontally. Now, I can run a horizontal enhancement filter across |
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12:29 | So even just a running average at time everywhere to just sum the stuff |
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12:36 | horizontally line. So we've got big that are summing and I'm just taking |
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12:46 | average. And then there are these numbers that are the little reflections that |
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12:53 | amount to much when we average So effectively, what happens is we |
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13:00 | out all this highly dipping stuff and end up with just horizontal events. |
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13:24 | this is where the tight chief filter in that. Now I've got this |
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13:30 | horizontal stuff and I strictly subtract it the shifted unenhanced. And when I |
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13:54 | that subtraction, it just leaves me the residual. So I've, I've |
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14:08 | this really big guy and then little that said, OK, big |
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14:12 | I'm just gonna make you even I'm gonna make you so beautiful. |
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14:17 | then I'm gonna cancel you subtracted and gonna leave this little residual stuff and |
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14:25 | what happens. So we're left with little residual. And now this is |
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14:33 | reflection energy. That is what we're in. Now, even at this |
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14:45 | right here, we could say we could say that this has been |
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14:50 | downgoing wave and this is the signature the source that's going into the |
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14:56 | What's being reflected is the outgoing But this energy that's coming up is |
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15:04 | a scaler times what went down. upcoming is just the reflection coefficient times |
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15:13 | downgoing. That's where we got the , the upcoming was just the amount |
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15:19 | small amount of the downgoing that's So what that also means is that |
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15:29 | reality, this whole downgoing character of that we talked about is its |
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15:39 | The upgoing is just the reflection coefficient this. So if I've got |
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15:43 | this signature here, I can actually suppress that signature everywhere via de |
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15:54 | So any time I see this I'm gonna collapse that to a |
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15:58 | that's what the convolution is. So have this big long rever toy |
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16:04 | which I do not want because that like layering or it looks like geology |
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16:09 | it's not, it's a reverberating downward with multiples and all kinds of junk |
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16:19 | it. So we don't like So I can basically, whenever I |
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16:23 | that I'm gonna spike it or I'm divide this signature out of the |
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16:29 | which is the de convolution process. I'm gonna devolve these upgoing to just |
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16:36 | a sharp reflection that's gotten rid of wavelength. So that's where we're |
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16:44 | So here you can see it. an example. Um O V S |
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16:52 | align enhance subtract to get the, residual, you can see all this |
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17:01 | stuff here. Now we've got it here and then I'm gonna move this |
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17:07 | two way time and we'll talk about does that mean? So now we're |
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17:18 | beat our way through all these And as I said, at any |
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17:27 | position, the trace of the seismic we get is the sum of the |
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17:32 | plus the upgoing. So we saw downgoing and all the upgoing. So |
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17:37 | imagine that the total signal is downgoing upgoing. But we said the upgoing |
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17:46 | really just a reflection times the It's like if I'm standing beside a |
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17:57 | outside or something, I can scream that wall, scream a sentence at |
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18:02 | wall, that's the way of going , going or out and then it |
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18:08 | the wall and it bounces back and gonna hear what I said with a |
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18:13 | amplitude. So this is the back is exactly the outgoing times the reflection |
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18:21 | of the wall. Similarly, in earth, the, what's coming back |
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18:25 | us is just the reflection coefficient times , went down the down going. |
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18:37 | if the total is the downgoing plus upgoing and then I estimate the downgoing |
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18:44 | it. And I've just got the , but the upgoing is the reflection |
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18:48 | the downgoing. So I just divide upgoing by the downgoing. And I |
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18:53 | the pure reflectivity. Now, when do that in the frequency domain, |
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19:01 | called frequency domain de convolution. It's deterministic because I measured the downgoing, |
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19:15 | have determined the downgoing already, I'm guessing at it. I measured |
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19:19 | I extracted it. And so the convolution is done in the spectral |
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19:26 | the freer domain. So I take 48 transform of the upgoing 48 transform |
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19:30 | the downgoing, divide them get the transform of the reflectivity do the inverse |
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19:35 | transform. And that is my de trace that it's all sharp and |
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19:44 | right? Good. So there we it a game the the total trace |
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19:56 | the sum of downgoing upgoing reflected waves devolve and then I get my sharpen |
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20:05 | . So here's, here's a little uh say we had a check |
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20:10 | So just a very sparse V S , we can see these waves going |
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20:15 | into the earth. This is all and horrible. But let's see if |
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20:19 | can get anything out of it. we align enhance, subtract devolve shift |
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20:29 | two way time, stack it all . And then that's my BS P |
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20:34 | trace that's by reflectivity. And surprisingly , it actually works. So this |
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20:50 | assembling our data into something called an plot because it's looks sort of like |
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20:57 | . Um So we've got depth actually way. So DEA now plotting this |
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21:07 | , our logs are going down, is the sonic log. So here's |
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21:11 | energy going into the earth move to way time, we stack this |
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21:16 | I get this and then I I repeat it and then I can |
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21:25 | it to the surface. And sure , even this uh lousy data that's |
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21:29 | sparse. When we stack it we get something that really compares not |
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21:36 | badly with the real surface se and might uh just change the character of |
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21:43 | surface seism like a little bit to the BS P. So now where |
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21:49 | we? Well, suppose I say an event on surface size like |
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21:58 | Is that meaningful? Well, here is at 1/2. What does that |
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22:05 | to? Well, yeah, that corresponds to the sun verst sandstone at |
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22:18 | stuff. So that's how we use outlot. So the is is what |
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22:36 | been looking for. I've been looking a mapping that takes my surface seismic |
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22:42 | time goes back and brings that into well log in depth. So this |
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23:06 | starting to tie everything together for We've looked at analyzing well logs. |
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23:10 | done a little bit of VSP. we're correlating the VSP to surface |
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23:15 | And I'm beginning to understand this relationship the two Or three or 4 when |
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23:22 | add synthetic ses. So that's where going. Let's let's chip our way |
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23:30 | this again. So we looked at uh this data we had oh somewhere |
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23:37 | back here. Well, let's not through it. We were looking at |
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23:44 | data before. Um Now we have the total data. We enhanced this |
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23:55 | . Now I I plotted it we could plot it horizontally. Um |
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23:59 | enhance this and subtract and then I up the left and this is what's |
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24:03 | residual. Then I take this residual sharpen it or remove the wavelet or |
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24:16 | de convolution. And this is what get. So you can see removing |
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24:29 | lot of the wavelet, removing this energy via de convolution really makes the |
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24:36 | become much more sharp and resolved. . So now let's think a little |
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24:46 | more about this two way time A raw V S P we imagined |
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24:57 | depth, we've got a shot, energy is going down bouncing back. |
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25:04 | is the kind of the geometry, real geometry, the data that we |
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25:09 | at every depth has waves going And again, we imagine we've got |
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25:16 | all the way down here, the is going down, taking longer to |
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25:19 | there and then bounces back symmetrically to surface in the ze- in this zero |
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25:26 | case. So here's our raw data of schematic from a shot close direct |
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25:36 | and then reflections. But I would to make all of this data looked |
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25:47 | it was recorded at the surface. actually do have one trace that is |
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25:54 | at the surface. So in the S P, if I've recorded uh |
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25:58 | I put a G phone right at surface, then this is the two |
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26:02 | normal incidence time to the surface. you can see it takes a while |
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26:08 | the energy to get there. So of this stuff is not in two |
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26:12 | time. It's just in raw experimental because this is where the reflection |
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26:26 | This is where it ended. I'd to be able to use all of |
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26:30 | reflection information to enhance the reflection that at the surface. So I gotta |
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26:38 | out how to stack all this reflection coherently. So I get one beautiful |
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26:46 | at the surface which is my two normal instance time to the surface, |
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26:53 | is effectively the surface seismic trace. how can I move this? So |
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27:10 | all that reflection information gets stacked that that to stack it, it has |
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27:15 | be at the same time position. what do I have to do to |
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27:21 | all that stuff look like it? , here's what we do. I've |
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27:39 | the surface shot and I've got the it takes to go to the receiver |
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27:44 | . So I know that so to the day to here look like it |
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27:53 | recorded there, I just have to on the first break time and then |
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27:59 | that brings the data up to the . So if I bulk shift the |
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28:04 | here just by the first break which is equal to the time back |
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28:08 | surface, I make the data into way normal incidence time for the zero |
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28:14 | case. And then when there's a trace from deeper, again, I |
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28:18 | the first break time, just add first break time on and then that |
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28:25 | that into two way no lessons. I take this and I just add |
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28:30 | red line time on to each And sure enough that aligns all the |
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28:40 | reflections In two way time as it , we're adding on the the time |
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28:54 | the depth where the trace is back the surface. That's just bringing all |
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29:03 | data recorded here to the surface at level. All the data recorded here |
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29:10 | by its first break time to the . So we do that when I |
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29:14 | shift every trace, the reflections are all aligned in two way normal instance |
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29:20 | and I can stack them. So is just a way to use all |
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29:25 | this data to get a better reflection . So that's, that's the trick |
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29:40 | we use for zero offset processing. the goal of making the extracted V |
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29:48 | P look like surface seismic but with better signal to noise. So that's |
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30:07 | we did here. We took this shifted it and then stacked it all |
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30:20 | and that gave us this. So back through this process. Now |
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30:30 | we took the raw data, we it enhanced the flattened stuff, subtracted |
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30:43 | to get a residual designed a decon on this downgoing did the de convolution |
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30:56 | it to two way normal incidence time it and then stacked it. And |
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31:09 | is our V S P extracted trace is a map of the uh sharpened |
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31:21 | activity. So this is really valuable . OK. Good. So now |
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31:33 | talk a little bit more about how , how we did that horizontal |
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31:39 | And you'll remember this. The, of the main techniques that we use |
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31:44 | called a median filter. And how filter works is first of all, |
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31:57 | remember what a meeting is. So we have these seven numbers, the |
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32:09 | is the middle number when they have sorted in a sending order. So |
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32:22 | take these numbers and we put them a sending order minus one minus |
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32:28 | 567, 10,000. So that gives this guy and then we just select |
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32:38 | middle value median being middle. So this set of numbers, the median |
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32:45 | six instantly. What's the average of numbers? Um, it's about 1 |
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33:32 | . What's that again? Um, about 100 and 46. Oh, |
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33:38 | and 46. Yeah. Yeah, you can see that all these are |
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33:43 | small and there's seven of them. seven into 1000 is About 140. |
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33:54 | there are a couple of things that apparent. Just if you were given |
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33:59 | numbers, we don't know anything about numbers. But if you were given |
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34:04 | numbers and you were said you can have one, you got to describe |
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34:10 | set of numbers with one number. what the statistics is. What number |
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34:17 | you select to describe this set of ? I mean, I'm assuming the |
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34:26 | but I don't know, six is such a weird number. Describe all |
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34:30 | that. Yeah. Well, there's really a right answer. There's all |
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34:36 | can tell you is that that's a of numbers. And if you only |
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34:40 | me one, I can give you thoughts. One of the thoughts is |
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34:48 | median, which is a standard I'll give you the median which is |
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34:52 | or I'll give you the average, is 146. Which do I think |
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34:58 | best? I think six is best We've only got one value that's really |
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35:05 | . 146 doesn't describe any of the . But what do I know? |
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35:11 | just a humble and poor, simple . So I don't know what I'm |
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35:19 | . So we don't really know, we have a sense that there's a |
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35:23 | of balance, that one number looks a real out layer. So if |
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35:29 | think that this Set of numbers is to error, I might be saying |
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35:36 | made these measurements was just having a Saturday afternoon. You know, all |
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35:40 | other ones were Wednesday at 3:00 and was Saturday At 7:00 AM and I |
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35:48 | it's screwed up. So in I want an estimator that does not |
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35:53 | that number and the median does not that number, the average definitely emphasizes |
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36:01 | number. So if I believe that , I would think that, |
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36:05 | maybe 1 46 is a good If I don't believe the 1000 I |
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36:10 | the median six is a way better both are valid. They have a |
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36:16 | . So we just, we just to know more about where did you |
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36:19 | those numbers? So how do we it though as a filter? This |
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36:25 | concept is a filter. Well, I've got a sequence of numbers that |
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36:30 | like this. This is just a binary sequence of numbers, zeros and |
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36:37 | . And I'm coming along and I to enhance this binary sequence. |
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36:49 | if I run a smoothing filter, average filter say that I have a |
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36:55 | point running average filter by that. mean, I'm gonna take five points |
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37:00 | , I'm gonna do something to I'm gonna output it, shift five |
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37:04 | in, do something. Output the filter. If I had 00100 and |
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37:11 | took the average of those values. would that be? Yeah, the |
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37:19 | of these values? Oh, it's 001. So the average would |
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37:26 | 1/5. That's right. So So an averaging filter would output .2 |
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37:35 | I put .2 here and then it's run along and then when it has |
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37:44 | , it's gonna put 0.4. So gonna smooth that and then it's gonna |
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37:53 | up here and then by the time Output this guy it's gonna output |
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38:00 | And so you can see what the filter will do. It'll just smooth |
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38:04 | of this, which is OK. what a running average filter will |
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38:11 | So that's all good. The median does something that's a little bit |
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38:20 | It does not smooth. So you see that the median filter, if |
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38:38 | a five point median filter, it's look at here. It's gonna take |
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38:44 | , it's gonna take those input it's going to order them. And |
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38:49 | I order those five values and increasing , what's that order going to be |
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38:59 | sequence? That's just the, the order. Yeah. So what will |
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39:06 | numbers be of that five value The input sequence? Well, we've |
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39:17 | the input sequence, which is the I'm dealing with 00100. But what's |
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39:23 | first step of the median filter? going to organize those. Oh It's |
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39:27 | take the average. No, I know what you're asking. I've lost |
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39:31 | . OK? So the median takes input points and it orders them in |
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39:39 | value and then selects the middle OK? So that's the median selection |
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39:48 | . This inputs these numbers which are just numbers. It's going to |
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39:53 | them as in ascending value and then the middle value. OK? I'm |
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39:59 | , sorry, I was overcomplicated. was like, no, that's not |
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40:02 | he's asking me. OK? Yeah, this is really simple. |
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40:09 | , I'm not gonna ask you complicated . It's in real time and it's |
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40:15 | . So it just is gonna order guys. It's gonna go zero, |
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40:19 | got these five numbers. It's gonna them 00001. So that was that |
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40:25 | the the basket of values you gave . I just ordered them. So |
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40:29 | I've got 00001. What's the middle ? Zero? And then I put |
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40:37 | and then I move it. I've all the same. And in |
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40:40 | even when I'm at this middle I've got 10001, it orders |
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40:45 | 00011. It's still output cereal. . Then when my midpoint moves over |
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40:54 | I've got 001, What's the order those? The same? Yeah. |
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41:05 | middle the meeting would be one. . And so it outputs this, |
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41:09 | you can see what the median filtering has done, which is very interesting |
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41:15 | unique. It completely rejected this point totally passed this edge. So this |
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41:39 | not smooth those out layers, it rejects them. So this is a |
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41:46 | filter. It complete because it's a process, it can completely reject |
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41:55 | And that's why we like it because this is a noisy spiky glitch, |
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42:05 | completely gets rid of it. So one, this kind of filter is |
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42:09 | a de glitching filter. It'll get of little unusual outlier noises. But |
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42:21 | might like to see this sharp change a lot of what we deal with |
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42:25 | geophysics does have an impedance contrast or . So there's a sharp change I |
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42:32 | want to smooth that I wanna keep . So this filter will pass an |
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42:41 | or a sharp change or a step . So you used to hear of |
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42:50 | image that might have said this is there's an image enhancement here we have |
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42:55 | an edge enhancement filter. This is it's doing. It's taking that image |
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43:05 | enhancing edges by a media filtering. as geophysicists, in contrary to some |
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43:22 | fields, we do a lot of processing and this is a big, |
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43:28 | part of geophysics is how do I , manage massage, enhanced data. |
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43:38 | a big part of what we especially if you're in one of the |
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43:43 | houses, this is what they So if you get a real kick |
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43:48 | of making things prettier, then this a good place to be. If |
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43:52 | don't get a kick out of then you should do something else because |
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43:55 | that's really a big part of the . Uh If you like cleaning your |
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44:00 | , then this is data processing is of a good place to be. |
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44:04 | you hate that kind of stuff, there's probably another place that's better. |
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44:09 | that's not a great analogy. I'm crazy about cleaning kitchens, but I |
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44:12 | cleaning data. So I don't Anyway, it's a thought. So |
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44:19 | can see what we've got here. I'm interested in the horizontal stuff. |
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44:24 | this is a upgoing waves have been to two way time, but there's |
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44:30 | lot of other garbage in here are we don't want. So the way |
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44:38 | median filter works, a simple one just to take a specific time And |
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44:47 | , say five traces at this Those traces have all values. It's |
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44:53 | select the middle value of those when ordered and then output it, then |
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44:59 | gonna move over one trace, take , the samples, order them an |
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45:04 | artor output the middle and run across data horizontally. And this is the |
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45:12 | . So we run across it, across it, run across it. |
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45:15 | da da, that's, computers are at, here's that. But, |
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45:20 | what do you think of the I mean, it looks a lot |
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45:27 | , that's for sure. Yeah. there's stuff that we would anticipate that |
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45:33 | would say is probably noise. I'm at this trace. I'm saying that |
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45:39 | looks anomalous. How do you know noise? Well, I know from |
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45:45 | measurement that I've got energy coming into earth and bouncing back and I know |
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45:50 | the reflection should be aligned. So that looks like this and it's a |
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45:55 | measurement of the reflection. I that's what I'm expecting. That's what |
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46:00 | processed for so far. So this doesn't look like a nice reflection. |
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46:07 | looks like a bad trace. It . So I don't like that. |
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46:11 | I like that. This filter has rid of it. So kudos to |
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46:17 | filter and the thing is, how it get rid of this? |
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46:20 | this represents, if I've got five across here, it might be 50.2 |
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46:25 | 25.2 point two. So when the goes across here, it just sees |
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46:31 | as an anomalous value and it just it out. So this filter is |
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46:39 | automatic trace editor. It, it rid of bad traces. Plus we |
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46:50 | see that there's some energy that's going here now that is coherent. So |
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47:01 | know that there's something real physics going there. It's just that I don't |
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47:06 | it. Uh What I want right is this nice, beautiful upgoing |
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47:12 | This is some energy that's going In fact, it's, it's coming |
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47:15 | at a very low velocity and it's a tube wave or a shear wave |
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47:20 | something that I don't want. Plus downgoing, it's not upgoing. So |
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47:25 | don't want this and the filter has rejected it. So that's good. |
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47:45 | how did the filter reject all this ? Well, it was looking across |
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47:50 | and it was seeing the reflection .2.2.2 then it hit this big downgoing |
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47:57 | 6.2.2 .2. So it only saw down going once across its horizontal |
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48:05 | And so it just rejected it and got this. So I really like |
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48:11 | because it's done my trace editing. gotten rid of residual waves that I'm |
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48:16 | interested in. And now this is enhanced upgrade. Wait. And if |
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48:27 | was being really strict, I should a dashing incidentally, I think uh |
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48:47 | probably talked about grammar league and just reports and everything and we all use |
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48:52 | and, uh, I was just with someone and she was saying all |
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48:58 | our university con, um, Communications is not her first language. She |
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49:05 | something called word tune. I'd actually heard of it before. Hm. |
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49:12 | tune is sort of a chad a bought and she said she writes her |
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49:19 | then to, it made me The word, the word, word |
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49:28 | , word, tune. Completely corrects grammar and the spelling and then gives |
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49:34 | a dozen alternative ways to say that . I heard on the radio there's |
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49:42 | new, uh, something that a of the high school kids are |
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49:47 | It's an A I kind of, , idea and they'll, you just |
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49:53 | it, like, I want to a paper about, I don't know |
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49:59 | , the, the Boston tea party it'll write the entire paper for |
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50:05 | like, correct and everything. it was like, what? So |
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50:08 | lot of teachers are having to, , flag that right now because it |
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50:11 | pick up on, um, like, uh, what's it called |
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50:17 | you steal somebody else's plagiarism. It doesn't pick up about plagiarism because |
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50:22 | technically being, like, freshly So it's a, I don't remember |
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50:27 | name of it. It's like chat . T, yeah. There it |
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50:31 | . Yeah. Yeah. It's, , it's an A I writing tool |
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50:37 | we've been testing it and using it to see, uh I asked him |
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50:42 | give me hydrocarbon targets in the Gulf Mexico and to write me a story |
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50:48 | it did do a good job, know, it was uh actually it |
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50:55 | pretty good and I'll, I can why it was pretty good. It |
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51:00 | me some background about the Gulf of and ex exploration of the Gulf of |
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51:04 | . And then it, it recommended we talk to a licensed geoscientist about |
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51:10 | specific targets. Did it solve the ? No, but it wrote uh |
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51:17 | wrote about it and it gave some advice. Hm. But for |
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51:24 | for certain things like you're posing write me a paragraph on the history |
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51:30 | the events of the Boston Tea It will do that in a |
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51:36 | Mhm. And so to be really at this stage, there's no point |
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51:43 | anybody that assignment. Yeah, because JP T or any one of the |
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51:52 | bots will nail that. Yeah, were talking about it on the |
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51:57 | So this teacher called in and said makes all of her students um do |
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52:01 | assignments in class now and she has like stay in there and watch everybody |
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52:06 | their computers and everything to make sure using it. We kind of have |
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52:11 | be uh you know, the uh of mine, Ken Tubman, who's |
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52:17 | of the S C G right He wrote about this stuff and |
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52:21 | is this stuff really happening in the ? Are you, how are you |
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52:26 | this? Is it true that it's easy to respond to exams? And |
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52:31 | are you doing? And I well, for certain kinds of |
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52:35 | yes. Chat GP T will give superb answer. Uh, like for |
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52:42 | , a descriptive well written answer. fact, I can, I can |
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52:50 | that because virtually no students, none us write that well. So you |
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52:56 | it and you say, you know English is your third language? There's |
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53:00 | no way you wrote that. I tell you right now, you did |
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53:04 | write that. In fact, I had a case of this. I |
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53:08 | know that I mentioned it to but one of my students and she's |
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53:11 | , uh love her to bits. We were writing a paper and it |
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53:19 | good work. She did it She has a phd here and it |
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53:22 | , it was OK. She wrote paper. I looked at the |
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53:25 | It was, it was pretty I made a bunch of recommendations. |
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53:29 | corrected, it was ok. Then had to submit it and she wrote |
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53:35 | back and she sent me the paper its grammar was perfect and it was |
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53:43 | sophisticated. The writing was very But when I was reading it, |
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53:48 | was, I thought this is just little bit weird. It's like a |
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53:53 | nerdy post phd graduate from Cambridge who's little whacked out. And so she |
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54:05 | and she said I did, I the full paper and everything. I |
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54:08 | all your recommendations. I thought about . I ran it through grammar league |
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54:14 | then I ran it through chat T one of the processors and an |
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54:19 | I processor. And here's the And I thought, oh my |
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54:25 | And it's submitted. So, does get to be plagiarism? Well, |
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54:35 | , it's close. Mhm. For , I tell everybody to use grammar |
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54:42 | and I feel that's good. That your typos. I use it. |
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54:46 | it catches a typo, it you might have changed tenses, you |
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54:50 | have had something funky with your grammar whatever. So grammar is good. |
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54:55 | your work. It's tuning it word tune can express things a little |
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55:01 | differently. So if I submit an article to the leading ads or |
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55:06 | of the magazines, typically their editor edit it and make recommendations, send |
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55:12 | back to you. And typically I say, hey, you know |
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55:16 | Thank you so much. It reads little bit better now and great. |
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55:23 | I think all that's fair. Now take that and you submit it to |
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55:27 | GP T and it searches the whole and everything, anything related to what |
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55:34 | talking about and it can slightly alter writing to include everything in the world |
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55:41 | is found. Now, that's getting little bit funky and that's with your |
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55:51 | work. And so I don't think too bad but you have to go |
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55:54 | and did it, did it include else that you don't know? Did |
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55:56 | start to lie? one of our submitted um a question to chat |
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56:06 | T that asked, why is earth away from the Sun than Mars? |
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56:13 | of course is not true. And GP T wrote a beautiful paper that |
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56:20 | totally wrong, but it was gloriously . Yeah. So it's a bit |
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56:32 | Google. It's obviously the next stage Googling something. So normally we ask |
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56:36 | question, Google gives us a bunch references and some answers and then we |
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56:41 | that. So what chat GP T doing is it's writing you a whole |
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56:50 | on that answer. It could be wrong. Yeah. It's just like |
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57:02 | when I ask Google, what's the of salt? Google is gonna give |
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57:08 | 500 references on the density of I can look at them and then |
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57:13 | decide because I know what the density . I decide which looks right and |
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57:17 | check it with everything I know and da da and then maybe I'll take |
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57:21 | number and I'll reference it. So like chat GP T you would |
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57:28 | it something and it's gonna give you whole paragraph on that. Well, |
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57:36 | everybody in the world was kind of the same way, would probably tell |
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57:39 | the right answer. But if there whole poly guys in Russia or someplace |
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57:44 | were trying to fake it and they the value salt as eight g per |
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57:50 | C. It would start to write g per C C. Mhm. |
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57:56 | we've trained it. We said that's right answer. And it says, |
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58:00 | . Ok. Hm. So it's tricky place right now to fight. |
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58:10 | is futile. It's like, it's a teacher saying, you know |
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58:19 | You can't look up the value of on the internet. You have to |
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58:24 | Encyclopedia Britannica in the printed version. , nobody's got that. And even |
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58:31 | I did, I have to get my butt and go and find a |
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58:35 | and then look it up and I'm gonna do that. So to say |
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58:41 | people can't use chat GP T is . Everybody's gonna use it. |
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58:49 | I had never, I had never heard of it. Yeah. |
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58:55 | it's there. Uh, give it , give it a whirl. We're |
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58:59 | to do it because we do You're doing exams and you've got to |
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59:07 | exams that are fair for starters. got to get ex give exams that |
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59:12 | , evaluate people so that they're certified that somebody else can trust them. |
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59:19 | like you, if you give your to a babysitter, you sure want |
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59:22 | make sure that you trust that Yeah. Uh, that's why most |
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59:28 | don't give their kids to somebody who's a family. Why, you |
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59:30 | I don't trust you or if I'm trust you, I wanna make sure |
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59:35 | you've got some references and you've got certification and pediatric problems and whatever because |
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59:43 | is valuable. I don't want you this up. So, we've got |
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59:47 | figure out how do you certify people they, um, that they do |
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59:51 | what they say they have and then do you protect an honest person from |
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59:57 | dishonest person? Mhm. So that's we have to pay attention to evaluations |
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60:06 | , you know, in a big , all the students are working away |
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60:08 | one student might not be using chat T and everybody else is, and |
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60:13 | all of a sudden everybody else's paragraphs in perfect and this honest person didn't |
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60:20 | it and they're penalized and that's really happening. And so you're ripping off |
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60:27 | honest guy and, and nobody wants do that. So we have to |
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60:32 | to say, hey, look I know you've got access to |
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60:35 | I know you've got access to I know you've got access to chat |
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60:38 | BT. So, how else do demonstrate your knowledge? Mhm. And |
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60:47 | teacher that was writing in and Yeah. How do you do |
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60:52 | So, with that thought, let's a couple minutes break, uh, |
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60:56 | can meditate on that and then we'll back and, uh, and do |
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60:59 | more here. Ok. Ok. soon. Ok, great. Uh |
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61:06 | continue on um thinking about artificial as as human intelligence here. So where |
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61:19 | work stops and we start is But uh in a sense when we |
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61:23 | of all this stuff, we're using to process data, to turn on |
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61:27 | lights to pump our water. So that's all good. Um When a |
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61:34 | refuses your credit card, that's So uh just in the research |
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61:41 | this was a little bit of an . So I described how we could |
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61:47 | the median concept as a filter to to get de glitching to passages. |
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61:55 | uh we can also extend it to D and 3D and we did a |
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61:59 | time ago um do some of these so that you could take a box |
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62:04 | data, not just a line or could take a volume of data and |
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62:08 | glitch the volume. And the basic is that whether I've got a line |
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62:13 | data to uh order or a box data to order and put it in |
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62:20 | center or a volume of data to . And then put in the |
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62:25 | we could use the median concept for of those data sets because they're all |
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62:31 | numbers. And if I've got a volume of numbers, I can |
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62:35 | all those and then select the middle and I put it at the center |
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62:39 | I could run this filter all over volume. Likewise, some of our |
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62:45 | use weights. And so what I was that how we can make that |
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62:51 | a medium filter? Say we want pass dips. I don't want to |
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62:56 | rid of this dip, but I to pass the dip, then we |
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63:00 | how to do that with dip, filters that have different weights. And |
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63:09 | the concept there is that if I to pass dips, then I just |
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63:17 | the number of times that data are the dipping of planes. So take |
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63:24 | volume. And then if I want pass a dip or a couple of |
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63:30 | , then I just repeat all of numbers to enhance the number that they |
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63:34 | . Repeat them all, order them . And then I put that. |
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63:38 | you just repeat certain numbers if you to make them more important. And |
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63:44 | was the basis of having these dip filters and they can work pretty |
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63:49 | So we can take this medium concept um make other filters out of that |
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63:53 | do more sophisticated things. So let's look at this processing again, we |
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64:00 | our raw data on the left, it align it, enhance it, |
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64:11 | the downgoing, put it back in original form. Now without the downgoing |
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64:16 | and moved to two way time to the upgoing, then there might be |
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64:22 | some junk left here. So I window about the first brakes stack the |
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64:30 | and that's my V S P extracted . Now, why would we do |
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64:41 | corridor windowing? And we can look this idea, we know that um |
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64:48 | is where the downgoing energy was coming . Here, here are the primary |
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64:54 | . But you can see as we back to the surface, we've tried |
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64:57 | , but there's other junk in the , we're losing the amplitude. So |
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65:01 | area is valuable, but we're losing . So the very simplest thing we |
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65:12 | do that's mindless is saying, you what I don't really like what's going |
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65:20 | here. So I'm just gonna zero . So in principle, the downgoing |
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65:28 | is coming through here, it's sending our primary reflections. This is beautiful |
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65:33 | close to where the reflections start, start to get into multi passing and |
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65:38 | of signal through attenuation and everything. I'm just going to admit that, |
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65:43 | , OK, well, that's just bad. Nothing I can do about |
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65:48 | . I'm gonna mute all that stuff I'm just not gonna take it into |
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65:54 | stock because it's degrading my stock. I'll take a corridor of good high |
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66:02 | primary data and just zeroed all the and then stack this together and that's |
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66:09 | my corridor stag. And it's getting of any residual bouncing around here or |
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66:19 | loss of signal or attenuation or other stuff that I haven't been able |
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66:25 | to filter well enough. So that's corridor mute and then corridor stack. |
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66:42 | what does that look like? in a case like this, we've |
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66:47 | depth again. Here's a log and is my Sonic log from 1400 m |
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66:55 | 2600 m. And it's plotted in per meter. So going from 100 |
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67:02 | to 400. So this area is fast or slow the transit. So |
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67:13 | transit time, reciprocal. So it's . Yes. So it's got big |
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67:23 | time. This is slowness. So got big slowness. It's slow, |
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67:30 | a long time to transit and then get down into this area. What |
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67:35 | this area down here? That's It's got a very small transit |
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67:42 | So it's fast and then we get but is the sediment getting faster or |
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67:49 | as we get deeper here? It's slower. Yeah, it's got this |
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67:53 | slow, low velocity stuff which happens be a big shale And then we |
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67:59 | down deep 2600 m. So pushing ft slower fast down here, it's |
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68:09 | faster. Yeah. So if we Gardner's relationship, which says that density |
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68:21 | proportional to velocity to one quarter. is this gonna be high or low |
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68:29 | here? That's gonna be be faster low density. I asked him, |
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68:47 | ? Hold on, stop. Um would be a low density. |
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68:56 | is it slow or fast? It's . It's fast. So density relates |
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69:03 | velocity they reverse. So it would a high density as a guess. |
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69:21 | , in general, yes, and is this is quite high velocity. |
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69:29 | it's almost it's 100 microseconds per So went over that one, over |
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69:46 | . Yeah, I was just trying calculate the velocity in my mind. |
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69:50 | So this is, this is pretty . We expect it to be pretty |
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69:56 | and in fact, it is uh a carbonate. So yes, it |
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70:07 | . So we've just had a quick at the uh the log. |
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70:16 | if you were going down here, is the, this is effectively the |
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70:21 | the velo high velocities down here, velocities up here. So really, |
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70:26 | going in this section, we go a high velocity to a low |
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70:34 | but that's fairly well defined. So here's our V S P, this |
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70:42 | in depth Condaded to two way So if we go across this |
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70:57 | should that cause a reflection? it certainly should. We've got a |
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71:04 | velocity change. We expect a big desity change, we expect a big |
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71:09 | change and we expect a reflection And so if I come down |
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71:17 | here's depth, the same depth, plotted the log at the same depth |
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71:21 | the DS P. So I come and I look here and sure |
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71:27 | there's a pretty nice kick. So all good. Then as I come |
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71:47 | farther. I see another slow, least high to slow velocity here. |
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71:54 | there's another pretty big velocity change. I'm expecting to see a reflection and |
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72:03 | , seismic looks like it's working. . So this is my corridor |
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|
72:09 | And the way I got that was to take uh a chunk of this |
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72:13 | P. Get rid of this stuff it's a little bit noisy. It's |
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72:17 | bad, but it's a bit So I'll get rid of it and |
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72:20 | stack that across this gives us our S P extracted trace or corridor |
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72:25 | And now I'm gonna compare this guy surface seismic. So that's what we |
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|
72:32 | do. Now, let's do precisely . So I've got my standard surface |
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72:50 | here, a little chunk of P data. And I've got my logs |
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73:02 | depth, the logs that we've now to know and love gamma ray |
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|
73:07 | S P the impedance, the product density and velocity. So those are |
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73:16 | logs in depth. My BS P in depth shifted to two way |
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73:22 | kind of a lousy BS P. that's what we've got. We can |
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73:27 | that there's not too much back So I'm just gonna mute that and |
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73:31 | rid of it. So here's my , that's got fairly good data. |
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73:36 | going to mute the rest of Stack the corridor to give this corridor |
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|
73:42 | , which is just my best V P trace. Now, I'm gonna |
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73:50 | that V S P to the surface and try to interpret the surface |
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|
74:00 | Now, the way that I know is because I understand the logs pretty |
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|
74:08 | , but we could take a look some of the logs. So the |
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|
74:18 | ray is up at the top, going from 0 to 1 50 And |
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74:26 | the SP is going from 0 to . It's pretty small. It's kind |
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|
74:34 | hard to see. Oops. So you to interpret the logs, |
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|
74:59 | can you interpret the logs for me from the top here, the shadow |
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75:04 | deep. Just give me some gross of what's happening with the logs. |
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75:12 | , we have a Loma right there about 2 50. Then where's |
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75:23 | Around the, the gamma is going at like 250 right there between 2 |
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|
75:31 | and 2 75. Yeah, right . Yeah. But generally starting from |
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75:36 | very top, it's a high Yeah. So this whole area looks |
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75:42 | of what? Just, hi. , Shay. Yeah. So that |
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75:49 | area looks pretty Shay. This is to get not too bad around 50 |
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76:01 | the very bottom of the, it looks like it really gets |
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76:07 | Ok. So just, it's generally Shelley at the top. It's got |
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76:13 | couple of nice little units. Gets a game down here and then it |
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76:21 | and then the S P S I mean, it's relatively low |
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76:31 | There's not a lot of change to . Well, we see a couple |
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76:36 | here. So it, it looks there's a kick at 3:25. So |
|
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76:39 | looks permeable. Some of these cases interesting. So they're, there are |
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76:47 | permeability intervals. OK. So now we go down to the impedance, |
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76:54 | this is plotted from four million to million. So this is getting greater |
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77:00 | , which we would interpret it as velocity and higher density. So we're |
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77:10 | from low impedance. Mushy mushy That's agrees with this crappy rock up |
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77:22 | . We get some places where it's , it gets kind of crappy again |
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77:28 | then gets harder. And this is . So we're thinking again, Clay |
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77:39 | , maybe some more competent sands. so um we kind of understand the |
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77:46 | a little bit plastic section pretty Then how does that manifest on |
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77:58 | We expect these big impedance changes to a reflection? Mhm. So there's |
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78:09 | nice reflection down here which we interpret can you see that? Mhm That |
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78:20 | , that high impedance spike in Yes. So when I'm looking, |
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78:25 | I'm coming down here, I oh, there's a high impedance |
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78:27 | I should really see that on So I come down here here |
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78:31 | Boom there it is. So I've a very good idea of what that |
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78:37 | is. They've called It. The 20 so I definitely believe that |
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78:44 | I can see it everywhere and I where it came from then from the |
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79:00 | , we can, we can look some this this gets kind of |
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79:08 | This is this mcmurray sand that's got the heavy oil in it. |
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79:15 | But we can also see that this whole area is sitting on top |
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79:19 | a Devonian carbonate. So this is the carbonate here. Now, I |
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79:23 | see that in the surface seismic pretty and we definitely see it in the |
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79:30 | S P and it's right at the bottom of the well. So the |
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79:36 | just start to get into the top that. But we can see the |
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79:40 | ray really cleans up, we're going the top of the carbonate and you |
|
|
79:47 | certainly see it. So this is into some of the interpretation how we're |
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79:56 | to put the logs and the V P together to interpret surface seismic. |
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80:10 | again, we would, when we're at this circus size, we just |
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80:15 | its own, we don't really know going on here. But now with |
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80:18 | correlations, I know that that the right there is gonna be the top |
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80:24 | the Devonian. And so now I take that Devonian top if this was |
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80:38 | volume and pick that surface, find surface auto pick it. I've given |
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80:44 | some character right here and then have computer search around for that character and |
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80:49 | the surface. And that is the top of the carbonate surface. And |
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80:56 | gonna be looking for topography on maybe changes in character, maybe something |
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81:04 | is there water on the top of ? Because that's what I'm worried about |
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|
81:07 | . My oil is up here, I want to drill and produce this |
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81:11 | area and I don't want to drill water. So there might be something |
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81:17 | this um Seismic Amplitude that tells me we're going from uh brine saturated to |
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81:29 | saturated or low porosity or something. I'm gonna pick this surface and then |
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81:34 | looking at that surface in a lot detail to see if it makes me |
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81:38 | drilling into water good. So once , just in a little bit more |
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81:49 | , we've got the BS P in schematically and two way time energy is |
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81:56 | down causing a reflection, there could some bouncing around in here. So |
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82:02 | we just mute all this stuff, it gets rid of any possible |
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82:09 | And so that's the simplest filter at of all is just to mute |
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|
82:23 | OK. So that's, we've talked that. Once again, we'd have |
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|
82:28 | energies coming down. So we're looking depth and time uh energy is coming |
|
|
82:35 | , we're just gonna mute and retain red spot because that, you |
|
|
82:39 | doesn't have this data problem in And so we just get a very |
|
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82:45 | stack from it, cord, our . And that's typically what we're gonna |
|
|
82:49 | . Just an easy way to get of the stuff we don't like via |
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82:53 | our simplest most effective filter. there's another thing that we've talked about |
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|
83:12 | little bit back here was the, the multi, multi pathing. And |
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83:20 | we said our direct rival is coming here. It bounces back to the |
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83:25 | , primary reflection. We love but it can also bounce off the |
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83:30 | and come back here, hit this bounce back and keep on doing |
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83:36 | So in this area, there might multiples and that was one of the |
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83:40 | to mute it. But and so were muting around the primary area. |
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|
83:48 | if we stack this whole thing, all the data, then we include |
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83:54 | the multiples. So if I stack all that has all the multiples and |
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83:58 | I just stack this part, then has gotten rid of the multiples and |
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84:03 | can see the difference. So where we, where are we gonna use |
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|
84:08 | ? Well, in a lot of seismic, even when they try hard |
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84:12 | process and get rid of multiple, there are multiples still left in the |
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84:16 | seismic. So the V S P help us identify those because we can |
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84:21 | mute the V S P to get of all the multiples. And we |
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84:24 | what we're doing surface size, make often harder because they have the same |
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84:28 | as other reflections. So here's an where from the V S P as |
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84:37 | as the synthetic Seismo gram, we see a fairly coherent, consistent |
|
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84:47 | But there's lots of other stuff that's on the surface seismic. And we |
|
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84:54 | see that on the synthetic generated from sonic logs or the DS P generated |
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85:00 | real seismic. So we tend to that this stuff, I don't see |
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85:08 | . So I think that's multiple. surface se data processes go back in |
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85:15 | look more closely at this guy and to get rid of that because we've |
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85:21 | it and we know that there is in there. There are no events |
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85:26 | there. This was an artifact of bouncing around inside the earth. So |
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85:33 | identify it. This other stuff we see that these, that's beautiful primary |
|
|
85:42 | . It ties nicely to all the that's beautiful on everything. Synthetic V |
|
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85:50 | P. Surface seismic logs beautiful. green guy really definitive on surface |
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86:01 | a lip broken up nothing in nothing in V S P. That's |
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86:05 | artifact. We look at this guy event on all the logs DS P |
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86:25 | . I believe that right below There's an event I don't see that |
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86:29 | V S P or synthetic or logs believe that this event is good. |
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86:39 | a reflector, big, big, , high velocity change. Nice on |
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86:48 | synthetic, nice on the V S great on the surface size. So |
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86:52 | believe all that. Now, in case, the uh we've um calibrated |
|
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87:01 | , the sonic logs. So the synthetic and the V S P |
|
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87:05 | pretty closely. So that really increases confidence. So I can understand the |
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87:17 | , I understand the synthetic response of log, I understand all that. |
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87:23 | when I compare it to the BS which is real data, the response |
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87:28 | very, very similar. So I like that and I believe it now |
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87:34 | I believe our interpretation and then when correlate that all to surface se I |
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87:41 | there's a good tie in areas but in, in other places. So |
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87:44 | tend to think that the surface seismic has artifacts in it. And I |
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87:48 | believe those and I'm not gonna correlate up and say that there's a play |
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87:52 | there. So when we have the and the synthetic seism gram and the |
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88:04 | S P and the surface seismic, can start to come out with very |
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88:09 | stories. So in, in a of cases, you might get dumped |
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88:20 | Venezuela or Algeria or some other which is all places I've been dumped |
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88:25 | . And then you're asked to interpret data. And if they've got logs |
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88:30 | A V S P, then the it can be pretty straightforward and you |
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88:35 | make an interpretation in half an even if you don't know anything about |
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88:39 | geology. So say, you don't anything about the geology here, but |
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88:48 | can interpret these logs and say more less what's going on, give these |
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88:52 | some names, correlate them up and this fairly fast. Likewise, with |
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89:02 | guy, if I start to give formations names, I understand their seismic |
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89:13 | that I can start to pick these and extract them. And I'm pretty |
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89:20 | what it is. So again, lot of this stuff is not to |
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89:29 | that this is the only interpretation. just to say that I've got a |
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89:36 | of evidence that this is what's supporting interpretation. Plus, you might have |
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89:46 | and the partners have processed this data and it might have a different |
|
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89:51 | But you can go in and look at here is the log, |
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89:56 | our simple response to the log. my straightforward process in the E S |
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90:01 | I know this signature and I'm gonna the middle of this and I know |
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90:06 | the correct interface and here's my So your partner might have done things |
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90:16 | little bit differently. But when you all this evidence, this is pretty |
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90:33 | . So once again, we could through this and we've got our gamma |
|
|
90:37 | , we've got S P. So example, you could see S P |
|
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90:44 | here. That's evidence Gava is a bit low. So that looks like |
|
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90:49 | top of a sand come down come across. This is looking like |
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90:55 | seismic response to the top of that . So that's how we would, |
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91:02 | interpret it. Now, this is , pretty crummy data, but that's |
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91:08 | what it is because there's Musca and kinds of marshy stuff up here. |
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91:11 | it's hard to get really good So you really need to work on |
|
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91:14 | interpretation and that's what's what's key here have the V S P. So |
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91:23 | another case logs in time synthetic seism , BS P and then the uh |
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91:41 | V S P put into the surface So now we can start to |
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91:50 | I'd be a little bit worried about guy, maybe nice, tight, |
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91:59 | good ties all the way down. that gives us confidence to interpret what |
|
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92:05 | these horizons are and to go back the logs. So once again, |
|
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92:14 | has been mapped to uniform time, each one of those times to eight |
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92:22 | corresponds to a depth. So remember , we said very approximately if the |
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|
92:34 | was around 2000 m per second, is, it is a lot of |
|
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92:37 | time that the time in milliseconds is equal to the time, at least |
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92:45 | depth and meters. So you can another case here, 3100 milliseconds, |
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92:51 | seconds around 3000 m. So you ask, well, if you've |
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93:07 | well, logs and synthetic seism Why do you need the V S |
|
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93:11 | ? And that's a good question. we've talked a little bit about that |
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93:15 | partly it's the logs only around, about a foot around the, |
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93:20 | that's one reason. So they might correlate in the more macroscopic sense. |
|
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93:26 | sonic velocities are a little bit different the seismic velocities. The well, |
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93:30 | only go to the bottom of well, the V S P is |
|
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93:33 | reflections from below the bottom of the . And the V S P is |
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93:42 | seismic and the surface seismic is real . So they're a little bit, |
|
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93:49 | more or less brothers and sisters as to second cousins, all related, |
|
|
93:56 | some more closely than others. So to just summarizing, we've been |
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94:04 | a little bit about the uh how acquire V S P data. Uh |
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94:10 | original tools were geophones. Then we into accelerometers like M MS micro electromechanical |
|
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94:16 | that were electric sensors. And now moved also into fiber optic systems that |
|
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94:27 | making a big difference. So that's way we acquire the data with impulsive |
|
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94:33 | , whackers or vibratory sources. We uh about how we extract rock properties |
|
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94:40 | well logs from the seismic and then we make these interpretive tools uh with |
|
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94:46 | reflectivity. OK. So that, finishes the basic um zero Offset DSP |
|
|
95:12 | . Any questions on, on most that Stephanie Immediate questions. I don't |
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95:18 | any immediate questions. I just need let it digest. Yeah. |
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95:22 | definitely. Oh, and I sent an email with the, um that's |
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95:43 | Tria, I sent you an email a link to the Triax um, |
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95:48 | equipment he used to use for those tests. Yeah, thank you. |
|
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95:52 | , I got that. I had quick look at it. Thanks. |
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95:56 | It's, oh, I might have look for some of that, see |
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96:02 | we could read it or, or there might be a cheap version of |
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96:08 | that, that we could do something , but I'll, I'll have a |
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96:13 | at that. It just started me that uh we begin with our field |
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96:18 | . We uh we had this opportunity spend a day doing soil testing. |
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96:25 | , you know, we were originally kind of Strat graphic description and uh |
|
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96:31 | chemical testing, but it'd be nice do some mechanical tests too. You |
|
|
96:38 | , there's some other simple tests that use called penne meters and it's just |
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96:42 | you whack a spike and see how it goes. And that's believe it |
|
|
96:49 | not, that's a fairly good test soil strength. We used to have |
|
|
96:55 | , it was called a miniature vein test. And it was literally just |
|
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97:00 | it was a thing that had some on it into the clay and you |
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97:05 | turn it a little bit and when stops increasing there's your moment of failure |
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97:13 | that was it? Oh, that's great. That's, uh, |
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97:18 | , that's, that's the kind of . Thank you. That, |
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97:21 | that I was looking for, that'd great because that's really inexpensive and pretty |
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97:28 | . And it's, it's understandable Mhm. Yeah, that would |
|
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97:36 | that might be something to, to at at. Huh? Oh, |
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97:43 | . Ok. Um, let's, continue on just for a couple of |
|
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97:50 | and then we'll take a break. We had this concept that uh we've |
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98:00 | dealing with zero offset and we've been of imagining that everything's flat. And |
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98:05 | developed uh an interpretive set of tools allow us to take well, logs |
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98:12 | them into time and then see what seismic response would be and then tie |
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98:16 | all together with surface seismic. So all good. But we all also |
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98:21 | to start making a picture and we starting to make a picture from reflections |
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98:33 | are away from the, away from well itself. So for example, |
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98:40 | might remember this type of construction if had a source here that created a |
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98:49 | and that vibration went down and, hit a dipping plane and we received |
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98:54 | at this receiver. And I got seismic data here. Where does most |
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98:59 | that energy come from? Where on surface? I mean, it would |
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99:08 | the point where it hits on that , right? It is, but |
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99:14 | on this interface. How can I that out? Say I've got this |
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99:22 | but how do I figure out where hits? Um oh, it's that |
|
|
99:33 | not the Python. Well, Pythagorus would probably tell us somehow. |
|
|
99:45 | , but there's an easier way to it. And it's called the method |
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99:49 | images. And it's to take the point and the dipping plane and just |
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99:59 | a perpendicular that goes from the receiver the plane. And then put that |
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100:05 | on the opposite side, connect the and then that gives you your reflection |
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100:20 | . And so why it's called the of images is that this is the |
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100:25 | receiver, but you make an image reflection of that receiver in the plane |
|
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100:32 | this is just a way to construct . So what does that do? |
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100:39 | this case, we would take our here construct a line perpendicular to the |
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100:47 | , get the length of that just put it on the other |
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100:51 | And then where that line ends join to the source and where it intersects |
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100:59 | plane, that's your exact reflection So this is just assuming that angle |
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101:09 | incidence is equal to angle of So that's what's assumed here, which |
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101:16 | our normal maximum specular reflection. So if this little particle was coming down |
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101:27 | , if we were shooting particles, , boom, boom, all different |
|
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101:32 | , the one that hit right here bounced would be the one that bounces |
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101:36 | to the receiver. Now, I a practical application. This is what |
|
|
101:52 | was mentioning. So this is the game of pool and this is I'm |
|
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102:05 | gonna change that a little bit. , there it is. Are these |
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102:12 | posted that you're uh, yeah, , they should be Because I'm looking |
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102:18 | 10 and I'm not seeing, never mind. It's like for whatever |
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102:24 | it's my slide 11. OK. , I, I jumped ahead a |
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102:28 | bit. There's a I'm just gonna this before we break because this |
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102:35 | uh this is kind of key to all the offset mapping. Uh |
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102:43 | I don't know why that I can get that billiard ball to be |
|
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102:47 | It should be white. No. , I'll have to work on |
|
|
103:00 | Um So this is, this is way, uh the way pool |
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103:10 | the cue ball, that's the ball hit and then you have these other |
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103:14 | balls and then these are counted as . Actually, I said to these |
|
|
103:19 | counted as one. The pink is black or seven. So the idea |
|
|
103:25 | this game of billiards is you take cue ball and you've got a |
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103:29 | a red. Then when you sink red, you can sink any of |
|
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103:33 | colored balls and then you sink another , then you can sink a colored |
|
|
103:38 | . The colored balls always come back the reds just get sunk and they're |
|
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103:43 | . And so you're all playing the game, uh, you're all trying |
|
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103:50 | sink reds and then colored balls and game is just once, all, |
|
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103:54 | , once all the balls are the game's over and whoever has the |
|
|
103:58 | points wins. But once again, you can touch a colored ball, |
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|
104:03 | have to sink a red ball. in a sense in the game, |
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104:16 | both, you're trying to play your game, which is to sink as |
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104:22 | balls as possible. That's your But you're also trying to make it |
|
|
104:28 | for your opponents in this game to balls. So you're always trying |
|
|
104:35 | what's called hook or snooker or have your opponent block. And those |
|
|
104:44 | all terms for blockage. It's called the opponent or snookering the opponent or |
|
|
104:51 | the opponent blocked. So if if I took a shot, I'm |
|
|
104:54 | try to leave the cue ball behind colored ball so that the next person |
|
|
105:01 | hit a red ball that makes it . So when you play the |
|
|
105:07 | you've got to get, figure out to get out of this problem. |
|
|
105:10 | do I hit a red ball without a colored ball? So what do |
|
|
105:16 | think? What are you gonna You gotta hit a red ball and |
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|
105:21 | cannot hit a colored ball hit off the side and try to hit it |
|
|
105:31 | like do a bounce bounce off. . So these are called rails. |
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|
105:36 | you go. I'm gonna think of name. Yeah, the rails of |
|
|
105:39 | cushion. So we're gonna somehow try hit off the cushion, but you're |
|
|
105:46 | geophysicist. So you know the method images. So this is just exactly |
|
|
105:57 | the seismic bounce. So we can the distance from the cue ball perpendicular |
|
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106:04 | the rail or the cushion position ourselves closely as we can that distance away |
|
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106:13 | then have a look and then just try to mark the place on the |
|
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106:20 | to hit and that's gonna go hit red ball. And if you're kind |
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106:29 | a sly and diplomatic, you can this when you're playing a real |
|
|
106:35 | So I'll, I'll sometimes do this you're not gonna get beaten up. |
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106:42 | . If it's tough people, they're not gonna let you do this. |
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106:46 | , but you can casually walk around mark your mark your cues. So |
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106:49 | again, distance to the rail, distance, just take a look more |
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106:54 | less that distance away. Sight the you want to hit, mark the |
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106:59 | on the rail or the cushion and go back and hit the ball and |
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107:05 | works pretty well. And it this is just angle of incidence equals |
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107:13 | of reflection. And if there's no on the ball and you don't slide |
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107:17 | on the cushion too much, then going to hit. So this is |
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107:23 | the, uh, the, the application of how to figure out where |
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107:31 | reflection point is. So that's how figured out. Ok. Um, |
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107:44 | just going to, um, jump show how we use that now. |
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108:05 | for P waves that we can do and in fact, that's a really |
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108:09 | exercise. We've got a source say got, um, I'm just gonna |
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108:21 | this on, um, and oh, it's uh not cooperating. |
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109:06 | , suppose we have a, suppose have a layer right across here. |
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109:22 | I could imagine the source radiating So the energy is coming down, |
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109:26 | gonna bounce off that layer and it's be captured here. We could ask |
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109:32 | question given all different layers say let's this one receiver given all different |
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109:43 | where is the reflection point that's captured this receiver in all the different |
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109:54 | And what you'll find is that suppose was a layer right below here, |
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109:59 | I would just do the method of , connect the dots and find that |
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110:03 | a layer right about here, the point is gonna be there. So |
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110:07 | I've got energy that's I've recorded at level, I find that it came |
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110:14 | this set of curves. So once , if I had a source here |
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110:29 | a receiver here, and I imagine the earth has all kinds of |
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110:34 | then where does the reflection occur for receiver? And this trajectory is where |
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110:45 | the reflections come from. And I find that just by using the method |
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110:52 | images. In fact, a woman Cono Phillips was the first person, |
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111:02 | , way, way back to figure how to do this. And she |
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111:07 | , it was called the V S CD P map, Kate Wyatt. |
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111:14 | she got the patent and the Pat in the back for it. But |
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111:20 | all based just on that very simple idea of the method of images. |
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111:27 | that's how the BS P CD P works. So when I've got a |
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111:32 | trace in the V S P, is where all the reflections came |
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111:38 | So from every one of those traces take the energy and I just put |
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111:47 | back on this locus on this trajectory then that makes a picture and then |
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111:54 | don't like all that stuff. So gonna put bins and just stack across |
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111:58 | bins and then it's going to look regular seismic but with a funny half |
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112:04 | , half tooth shaped coverage. So I had BS P receivers at this |
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112:17 | of the, well that the energy the top receiver gets is down |
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112:24 | the mid receive, excuse me, these receivers have energy here, I'm |
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112:29 | bind like this stack into the So now it looks like vertical |
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112:35 | So this is my V S P . I've got receivers along here. |
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112:42 | got a shot up here. And is the kind of picture that I |
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112:47 | from the reflected V S P data jumping, jumping on just so we |
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113:02 | this. Then you can take a break when I do that, I |
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113:08 | start to make a more enhanced composite . And in this case, once |
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113:17 | , I've got my p wave logs 15, 50 m to 34, |
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113:22 | m. So all the different logs we've talked about. Well, some |
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113:25 | them, my BS P in two normal this time, my V S |
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113:32 | extracted trace from the corridor and then data that's mapped with an offset |
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113:39 | This gives me a little part of picture. OK. Here's another one |
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114:07 | let's spend a little bit more time this guy. So here are our |
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114:23 | logs again, gamma ray from 0 1 50 or so Slowness from 100 |
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114:34 | per meter to 500. And then depth of the well is 600 m |
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114:39 | to 1800 m. So please describe me as we go from the surface |
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114:46 | here, what's happening? Well, have at the surface we have a |
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114:58 | gamma and then we go really So what's that high gamma tell |
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115:07 | Maybe. Yeah. And then we to maybe sand, certainly clean. |
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115:17 | Mary. Yeah. And then we maybe a small shale layer again. |
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115:25 | . And then we drop back to like very clean. Yeah, it's |
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115:32 | a really big section too. And what does, what does the P |
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115:40 | , what does the slowness tell us ? So, we are. |
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115:47 | it's opposite of what I think it . So that's a high transit |
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115:52 | So it's very slow in the Yeah. And then it gets very |
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115:59 | . Yeah. So the fast transit then where we have that shall layer |
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116:10 | , it slows down again. And then in that sand it |
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116:18 | it's very fast again. Ok. then, so would this be |
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116:34 | Where or would we need more information tell whether or not it's gas? |
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116:43 | , where are you thinking in the ? Even this, this area |
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116:48 | Yeah. Uh Yeah, we we don't have any resistivity log or |
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116:57 | here. So there is, you , in this area where if there |
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117:09 | gas in here, what should it to the, the P wave |
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117:15 | Oh, it would make it Yeah, never mind. Yeah. |
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117:21 | I would say no, there's no there. Ok. I, I |
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117:24 | mix up the slowness and the Yeah. So now this area though |
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117:32 | getting slower and dirtier. So I know. There could be something saying |
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117:42 | , we don't really know right now then it's slower down here. So |
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117:50 | , and it's clean. So actually , this is a very good |
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118:01 | Ok. In fact, this is the well was drilled Oh OK. |
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118:07 | you're right in trying to think about . So once again, we can |
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118:13 | a kind of a dirty, slowish consolidated area. These are all cretaceous |
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118:19 | , they're younger sediments. And then go into primarily a carbonate section. |
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118:27 | , in this carbonate section, there a couple little sandy shales. So |
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118:34 | can see all that. Now, , what I'm gonna do is we |
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118:41 | take a break. But what I'd you to do is think what should |
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118:46 | if I've got this P wave Sonic this kind of rock change, there's |
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118:51 | big change here. So what should see? And how would that |
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118:57 | Well, you would, you should a reflection because it's like an interface |
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119:01 | big time. Mhm So the V P is in depth here and these |
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119:07 | the same depth scale. So if drop down here, what should I |
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119:14 | in the V S P? You see a reflection right there. There |
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119:19 | is huge. So that's at that and I'm getting this reflection and I |
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119:28 | it in the synthetic, I see in the V S P. And |
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119:31 | I take a little chunk of seize, guess what I see it |
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119:35 | the surface. And then when I an offset processing, I see it |
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119:54 | the offset too. So this is is a very, very strong reflector |
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120:00 | it sure should be because the mythology the all the properties are changing big |
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120:08 | . We're going from the Cretaceous in top of the Mississippian. So, |
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120:12 | a plastic section that's mushy gooey to hard carbonate limestone. So it's getting |
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120:24 | and it's getting very fast. Now, it, it turns out |
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120:40 | all the, the explorers in this , we know that this is a |
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120:44 | section. We know that this is a carbonate section and there's this anomaly |
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120:53 | we've said it's clean. But before well was drilled, all I had |
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120:57 | the surface and the surface seismic said down here there is this event and |
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121:03 | can see that event. Yeah, huge. So people went out and |
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121:10 | shot seismic all over the area and thought that this could be a huge |
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121:15 | field because we know that this is uniform carbonate and there's a boomer of |
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121:23 | event. And so that means there's big impedance change and we don't really |
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121:36 | that that maybe is lih it sure like there's maybe Doma organization of the |
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121:43 | which creates fractures which can become porous permeable and gas saturated. So this |
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121:52 | looking like it could be a big field. Mhm So that's why the |
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121:59 | was drilled. Then the well was and you can see what really |
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122:09 | So yeah, so there is, a carbonate area, but it's also |
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122:15 | evaporate, you know, they there other marine kinds of sediments in |
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122:25 | So it turned out that yes, is a boomer of a reflection and |
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122:34 | , it is a low velocity layer is salt low velocity or high velocity |
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122:44 | question. Well, it's not a question. It's a complicated question. |
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122:51 | , it's a, isn't it a velocity? It's a high transit |
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122:57 | but slow velocity Salts a little bit . It's a fairly high velocity, |
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123:08 | 600 m/s. So that's a fairly velocity in the near surface. It's |
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123:15 | very high velocity because what, what we say was a good number for |
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123:18 | wave velocity in the near surface? 2200 m per second. So 4600 |
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123:25 | per second, relatively fast or fast, fast. So if I |
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123:32 | a salt dough out around humble or or um Hockley or Pierce junction, |
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123:46 | rock is really fast compared to the sediments. However, if I'm down |
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123:56 | 13,000 ft in a carbonate section, carbonates or even faster, They might |
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124:08 | 6000 m/s. So they're fast. down deep salt is relatively slow if |
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124:15 | in a carbonate section. So at surface it's high uh down it's |
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124:20 | Sorry, you, so you're saying surface it's a fast velocity and as |
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124:25 | get deeper, it's a slower Well, no, the salt itself |
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124:30 | always about 40 600 m/s. It change velocity but comparatively the near surface |
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124:39 | are usually classic, they're usually unconsolidated they're relatively slow compared to salt. |
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124:46 | always stays at the same velocity. much. It changed a little bit |
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124:51 | not very much. Yeah. So was like, wait, what? |
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124:53 | . I was like you were I was like, hold on |
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124:56 | Yeah. So when we go the salt is still the same |
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125:00 | the same old guy and it's relatively compared to those really high velocity |
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125:07 | OK. And you can see that that we've got our high velocity carbonates |
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125:15 | then the salt gets relatively slow and we go back into high velocity |
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125:21 | OK. That makes sense. So, but you can see the |
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125:25 | here if I compare that to the surface, this is not as slow |
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125:30 | the near surface. OK. So incidentally on the P wave, this |
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125:58 | a real boomer and we can see it's got a very different velocity and |
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126:03 | extremely different density. So it relatively here which have velocities around 6000 m |
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126:11 | second plus are high density. So have a very high impedance. The |
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126:18 | has a low density and a relatively velocity compared to these sediments. So |
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126:25 | gives rise to a huge impedance which is right on seismic. You |
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126:29 | this enormous event. So that got excited thinking this could be gas |
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126:37 | but it's not, it's. So the P wave world, it looks |
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126:45 | it. We were advocating because when shot the DS P afterward, we |
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126:49 | that the converted wave show is a strong signature too. And if this |
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126:57 | strictly gas saturation, we know that doesn't affect the shear wave properties that |
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127:04 | . So if this were gas, shouldn't see that much of an effect |
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127:08 | the converted wave. But we see huge effect in the converted wave which |
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127:14 | us that the shear wave velocity has a lot in general. Therefore, |
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127:20 | you had converted wave surface seismic, they didn't. But if you |
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127:25 | we'd be able to see that And we could tell you this is |
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127:28 | not gas, it's probably so. that was part of the point of |
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127:35 | whole work. This is a post , but we can understand all the |
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127:43 | . Great. OK. Let's take few minutes, Stephanie and then we'll |
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127:47 | back and finish off. OK. see you in a little bit. |
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127:59 | . Great. Great. Stephanie. Yeah, so we've, we've done |
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128:04 | little sketch through of uh the zero DS P uh what it's good for |
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128:09 | the interpretation. And then we started some pictures of um of using an |
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128:16 | source and gave some hints at how would be uh constructed. So that |
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128:26 | just our uh our reflection point, specular reflection point and how we do |
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128:31 | mapping. I'm gonna just jump through in a slightly different order because we're |
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128:44 | about imaging right now and we talked mapping that was just taking the reflection |
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129:02 | and for all different layers and how can put back the trace on its |
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129:06 | point. And the main, as can imagine, the main energy in |
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129:12 | reflection is just from what's called the reflection point or the angle of incidence |
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129:16 | angle of reflection. So that's where energy comes from. But as you |
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129:22 | , it, it we can think the earth differently and we can think |
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129:27 | each point in the earth can be of a scatter or or reflector. |
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129:33 | we think of the plane angle of angle of reflection, that's where most |
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129:38 | the energy comes. But it turns when the energy hits the interface, |
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129:44 | we imagine he's principle is that it ra radiates everywhere. Most of |
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129:50 | sums together at the specular or the distance point, but not all of |
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129:56 | . So another way to look at and this is the migration view is |
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130:05 | each point in the subsurface really re the energy. So in other |
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130:11 | I can imagine that I have a from a disturbance, we know that |
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130:16 | propagates out. But I can imagine every point here actually re radiates the |
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130:27 | . So say we thought of the as kind of a fluid and I |
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130:36 | tapioca everywhere in it. Then the would go on each tapioca or what's |
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130:44 | Vietnamese drink called? That has is it Baba that has the |
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130:49 | no. Yeah. The boba Yeah. So imagine that we've got |
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130:56 | , a beautiful glass full of boba you have a wave started at the |
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131:04 | . The energy goes down and it's reflect or scatter from each one of |
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131:08 | little boba nodules. So we we kind of imagine. and this |
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131:17 | the, this is the basis of migration or Kirkoff migration or any of |
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131:25 | migrations or the slightly more sophisticated ways do imaging. We imagine that the |
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131:35 | is going into the earth and every in the earth will reradiate that |
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131:46 | OK. So how can we make picture? That's not just a |
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131:50 | that's not just an angle of ray angle of reflection. But now |
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131:53 | we think that there's a wave field down and that whole way field is |
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131:56 | re radiated. And we don't know structure down here. It could be |
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132:02 | , it could be a pod, could be a dip, it could |
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132:06 | a fracture, it could be All I, all I know is |
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132:10 | I've got energy going into the earth I'm gonna receive it and I'm gonna |
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132:15 | to create anything that could have caused or reflection or diffraction or anything of |
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132:23 | signals. So how do I do ? And the procedure is PRESTA |
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132:32 | And conceptually this is how it We imagine that we've got energy going |
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132:42 | the subsurface and this is in offset death. And this is schematic. |
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132:49 | you can imagine that it takes a amount of time to go into the |
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132:54 | . So in in this area, taken .8 seconds to get anywhere on |
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133:02 | line. Now, we can also , in fact, we could use |
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133:07 | same little codes. We could imagine if I had a receiver here from |
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133:18 | can energy come to that receiver in certain amount of time? So anywhere |
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133:27 | this line Energy can come from anywhere this line to the receiver in .7 |
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133:39 | . Or equivalently, we could kind think of if I took this receiver |
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133:44 | imagined it as a source Energy from receiver goes out to here in .7 |
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133:52 | time. So we could imagine it either way but one way or the |
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134:08 | , we imagine that we've had a here and I've got a receiver |
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134:34 | you could it have come from. what do you think you froze for |
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134:46 | a couple of seconds? So are you asking me what I |
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134:52 | Yeah, I just gotta know here my internet is unstable or there's some |
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134:57 | in the internet somewhere? OK. suppose this receiver, I recorded some |
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135:07 | 1.2 seconds after the shot. So the question is I know how |
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135:14 | it takes for energy to go from shot to anywhere in the subsurface? |
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136:16 | . Ask me what I think one time. Ok. So suppose, |
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136:31 | we got At this receiver, I some energy at 1.2 seconds, |
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136:37 | OK. We know how long it to get from every point in the |
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136:42 | . We know how long it takes go from every point in the Earth |
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136:45 | the receiver. So if my total time from the shot to a position |
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136:51 | the receiver is 1.2 seconds, where that have come from the 0.6? |
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137:09 | , so that's, that's one place that the only place is there only |
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137:14 | place where the energy could have come ? Oh, well, no, |
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137:17 | mean, it could come from Well, not anywhere. It, |
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137:23 | took 1.2 seconds to get there. , could it be from every, |
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137:33 | , From the receiver to the Like any of those lines? |
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137:38 | the, the rule is going to that The total travel time from the |
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137:45 | to the point from the point to receiver has to be 1.2 seconds. |
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137:51 | any combination of shot to point From point to receiver that equals 1.2 is |
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137:59 | be fine? OK, so pick couple points where that, where that |
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138:09 | . So where are the shot to point Plus the point to the receiver |
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138:21 | equal to 1.2. Where are some those points? Um, so Like |
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138:29 | said, the .6 and back. where, where would that be |
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138:33 | Exactly? Um, would, couldn't, it just be anywhere along |
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138:46 | line Of that .6? OK. that takes .6, but it's got |
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138:53 | be .6 from there to the Now that the 3.6 from there to |
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139:16 | , well, then it would only , I know you're probably asking me |
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139:22 | simple question. No, it's not simple but OK, there's the |
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139:32 | Oh, so the the energy is out. So say the energy goes |
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139:43 | .4. Well, it's .8 seconds this locus to the receiver. So |
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139:52 | intersection point of .4 with .8. . Oh I see total energy that |
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140:00 | sir. So in fact, anywhere this line, The total travel time |
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140:07 | the energy sums up to be 1.2 . OK. So if all I've |
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140:14 | in the real world, all I have or this little semi real |
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140:17 | I've got a shot and I've got data that shows up an event that |
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140:21 | up 1.2 seconds later. Where could have come from If this is all |
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140:27 | got, I don't know, but proposed a velocity model here already, |
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140:35 | ray trace through. So I know the travel times from this shot to |
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140:39 | point and from every point to this . I know the travel times. |
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140:45 | I've just got to overlay these two and see where they both sum up |
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140:50 | 1.2. OK. That makes a of sense. OK? Instantly if |
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140:56 | understand this, you're, you're gonna PRESTA migration because this is how it |
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141:09 | . So the construction process is, don't really know which of these points |
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141:16 | is because all I know is when showed up. So as far as |
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141:20 | concerned, it could have been 0.4 0.8, it could have been 0.5 |
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141:24 | 0.7. It could have been 0.6 0.6 da da da. I don't |
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141:30 | . And I'm just a poor processor at C G G trying to make |
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141:33 | living for my two new kids. I've just gotta get this done and |
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141:37 | some money and go home. And what I'm gonna do is put it |
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141:46 | there. So I'm gonna take this and I'm gonna put it everywhere right |
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141:54 | this whole locus along this whole So if you tell me, I |
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142:02 | a shot, I had one shot I had one receiver and this is |
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142:06 | I got then for that time, gonna put it everywhere there. And |
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142:13 | is my picture. You gave me shot, you gave me one |
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142:18 | I only saw one event on I put that event everywhere where, |
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142:22 | it could have come from. And my picture for you. And that |
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142:31 | a pres stacked migration. We it's PRESTA because I haven't stacked anything |
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142:36 | yet. This is raw data. migration because I have migrated. I've |
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142:42 | this amplitude all along here. And is my first picture. And in |
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142:51 | , for only this data, that the best picture I can give to |
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143:16 | . So, of course, what going to do is we have a |
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143:20 | of different receivers that are gonna receive energy As well as we're going to |
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143:31 | received energy at different times. So I received energy at say 1.0, |
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143:36 | suppose I had a blip here, do the same thing. What's the |
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143:40 | receiver combination that gives me 1.0, would have been say .3 Plus |
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143:50 | So there is that point .4 Plus . So I'm gonna see that if |
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143:58 | had an event at 1.0 seconds, could have come from anywhere in here |
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144:08 | I'm gonna put it there. So all kinds of different data here, |
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144:18 | are gonna go on ellipses, they're that. And then that's just that |
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144:24 | receiver, I'm gonna have all these receivers. And so I'm gonna have |
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144:28 | for all these receivers of putting their where it could have come from. |
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144:33 | then I'm just gonna stack all that together and this is going to rely |
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144:42 | things that are not possible where it not come from canceling out. And |
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144:47 | how Kirkoff this PRESTA migration works. have to have enough receiver positions that |
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144:56 | of these ellipses or possible places, stack them all together and where it |
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145:03 | come from, they'll stack in phase they'll stack together constructively where they didn't |
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145:09 | from, they'll cancel it. So is just brute mindlessness, but that's |
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145:17 | you make a pre stack migration And that's for structural areas. That's |
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145:25 | the, the V S P It's also why in areas of low |
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145:32 | , we see these migration artifacts which the tails because if I don't have |
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145:37 | data, then it doesn't stack out . And I'm just left with these |
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145:42 | . But that's what my, my did. It just put data everywhere |
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145:46 | because it was possible. And if don't have enough coverage to cancel it |
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145:51 | , it's gonna still be left So we can potentially build a |
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146:04 | And then just the way I've said trace through to see how long it |
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146:11 | to get to every place, ray through to see how long it takes |
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146:15 | every place to the receiver and then this data and plot it back and |
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146:22 | it where it could have come So you can see that I've got |
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146:27 | artifacts, these and that is what in migration. They've got these artifacts |
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146:35 | I don't have enough coverage here to a picture. But from ray |
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146:46 | I know that this is where most the fold would come from. So |
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146:50 | gonna mute that picture, its low and just keep the picture. That's |
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146:57 | highest F. Now I could do with a, With a threshold algorithm |
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147:01 | said just look at all this If it's above say 10, keep |
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147:05 | . If it's below 10, don't it. And that'll be an automatic |
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147:08 | for me. And that would be way to mute. And we're gonna |
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147:16 | making pictures like this. So here's BS P, we've got this migrated |
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147:25 | from receivers that are down in the and that's gonna compare to surface seismic |
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147:34 | you've got much poor resolution. So because we're grabbing this data right in |
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147:40 | well, we've got high frequencies and can position it. And now I've |
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147:45 | this nice high frequency picture from the , so that is the migrated image |
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148:06 | we could do that repeatedly. I have make this picture. No one |
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148:14 | another picture, make another picture, another picture and then look at the |
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148:20 | between these pictures and then start to how have things changed. And that |
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148:26 | be a time lapse image. So the concept of making the picture in |
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148:35 | structural environment. And then the beauty DAS is that the sensors are always |
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148:41 | the, well, we can make picture any time we want, we |
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148:44 | have to put an interrogator box on and shoot some sources. So then |
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148:48 | can look at the time lapse of and see what's happening with injection. |
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149:01 | . Does that start to make a bit of sense of how we can |
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149:04 | pictures? Yes, we're getting. . No, the, the other |
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149:19 | thing to talk about is amplitude versus and then that throws a lot of |
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149:39 | a lot of the, the the at us. This is all uh |
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150:01 | be all there. I'm just jumping a little bit to uh to try |
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150:04 | fit this into the next few So we've talked about making the |
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150:17 | but uh we can also talk a bit because the amplitudes of the seismic |
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150:24 | change with angle of incidence. And that is shown here. So we |
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150:33 | imagine that we've got energy coming it bounces and I've got a certain |
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150:38 | of incidence here. If I go here energy bounces and it's got a |
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150:43 | angle of incidence. So you can that in the V S P |
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150:47 | if we have multiple source offsets, have the opportunity to say something substantial |
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150:54 | amplitude versus offset. But before we that, let's just go back a |
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151:02 | bit and remember what we're talking So we're talking about a P wave |
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151:17 | in to an interface hitting the interface it sets off four different waves. |
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151:29 | there's just the standard angle of incidence angle of reflection, that's our normal |
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151:34 | . But because there's a little bit sheer on the interface, it also |
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151:38 | up a shear wave reflection. we get energy that transmits to the |
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151:46 | . Most of the energy is in P wave transmission. But we also |
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151:51 | a little bit of she wave And just for the records when we |
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152:05 | all those constraints together, that's the set of equations that we get or |
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152:10 | does energy partition across the interface as function of angled incident. So in |
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152:18 | this guy, we can just say if I have a certain angle of |
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152:23 | , that's here. And I say got the number, I've got an |
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152:28 | of one coming in. What are amplitudes of all these outgoing guys? |
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152:32 | if I've got one coming in the wave is some fraction of that wave |
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152:39 | in some fraction transmission and we can these and it depends on the V |
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152:47 | ratios. And of course, the of incidence. Now what people do |
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152:55 | that this is a pain. That's lot of stuff. It's good for |
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152:59 | , but it's hard for us to what's going on. So a lot |
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153:02 | people tried to make this simpler and said that for P waves, for |
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153:10 | , that reflectivity as a function of is just a fraction of P wave |
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153:16 | change, the fraction of shear wave change or the fraction of density velocity |
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153:22 | . So 20 years ago, everybody trying to come up with simplified forms |
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153:26 | the Zots equations to help us understand . So the reflectivity as a function |
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153:37 | angle really depends on the P wave change, the fraction the shear wave |
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153:46 | change and the density change. So any of these changes across an interface |
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153:51 | give rise to reflection. And the of the reply depends on what angle |
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154:00 | started with. And what are the properties across the interface. So this |
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154:07 | our P wave reflectivity coming off the as a function of the angle of |
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154:19 | incident energy. Now, in very cases at zero offset, the shear |
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154:37 | goes away and this becomes really The P wave reflection coalition at zero |
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154:43 | are normal incidents. As we it's just the, the change in |
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154:48 | , the change in P and the in density At 30°. If the P |
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154:59 | hits the interface at 30°, it's more . The change in the den uh |
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155:05 | P wave velocity has an effect. change in the shear wave velocity has |
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155:08 | effect on the amplitude and the change the density has an effect too. |
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155:17 | the the thing here is that the amplitude is changing depending on how, |
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155:26 | the angle of incidence hollow it um what direction at what tilt, we |
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155:34 | our wave hits the interface. Now a good piece of code and this |
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155:41 | uh you can just log on to cruise website at, at University of |
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155:52 | . And there are and we can dial in changes of the elastic properties |
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156:00 | the interface. And what kind of coefficient does that give rise do |
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156:09 | for example, we imagine that there's an upper layer and a lower label |
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156:14 | separated by an interface. And if give the upper layer a density and |
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156:21 | , the lower layer densities and then we can calculate the reflection coefficients |
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156:27 | a function of the incidence angle. just as an example case here, |
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156:38 | we've got a fairly substantial Change across interface 2-2.2, the p wave velocity |
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156:47 | increasing by 30%. What does that ? Well, Our total reflection coefficient |
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156:55 | .2 in the P wave. And when we get to the critical |
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156:59 | it goes crazy. There's also some wave we've got shear wave reflection as |
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157:08 | function of angle. So this is we can use this converted wave and |
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157:13 | we get ad o in the P , the P wave is changing amplitude |
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157:17 | reflection because some of the energy is into a shear wave conversion. So |
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157:25 | can use modeling packages because we can't the Zor equations on our head very |
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157:33 | . So that's that's a B Now what do people do with A |
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157:39 | O? Yes, they're gonna try take this little change across here and |
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157:46 | that little change infer the velocity So once again, we're gonna try |
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157:52 | take an amplitude seismic reflection and infer that means in terms of velocity difference |
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157:59 | in the velocity difference, we're gonna to infer what that says about the |
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158:20 | . So the first thing that we try to do is take real logs |
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158:25 | . And now using the Zots I'm gonna model how the seismic data |
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158:31 | change as a function of offset. can see when we hit the critical |
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158:35 | , it all goes crazy. And typically in seismic, if you've got |
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158:41 | , very wide offset and shallow then the phase and the character of |
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158:47 | wave all changes and goes wonky. normally we just mute all that |
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158:52 | It's too complicated. I'm a simple . It's Saturday, just mute |
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158:55 | I wanna go home and we're just mute all that stuff. OK? |
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159:02 | already at home. So I have stay, stay working. So, |
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159:08 | you can see that there are little in the amplitude. So we're gonna |
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159:11 | that and then try to process the change and figure out something about |
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159:16 | You can see it's a formidable B because this is the real Earth more |
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159:21 | less with the logs. We get very low resolution. Look at that |
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159:25 | seismic, it's better than nothing, there are limits to what we can |
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159:30 | . So I can look at the wave reflectivity and the converted wave reflectivity |
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159:34 | try to extract some amplitude versus This is zero offset to 2000 m |
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159:42 | source receiver on the surface. And that variation, I can try to |
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159:47 | something about the real rock properties. I could say something from that A |
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160:02 | O, if I can interpret that a P wave velocity drop and the |
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160:07 | wave change and a density change, I can extract that from A B |
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160:13 | that I know, for example, gas should have drops in both those |
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160:19 | I can get my A B O look at where we get big drops |
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160:25 | then map that and say that's a indicator as extracted from A B |
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160:32 | So that's why we want to do . Now in the V S P |
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160:40 | , I can calibrate all of So I can take receivers down |
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160:44 | I can walk away a source and directly, get A V O. |
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160:54 | when I process the BS P from different shot, so I got different |
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160:59 | offsets here with receivers at depth. I can see that when I process |
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161:09 | V S P with all these different offsets for these depths, I see |
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161:13 | little bit of change in the converted , I see a little bit of |
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161:17 | . So it turns out there's a porous layer in here and I can |
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161:22 | it going from very small amplitude to amplitude in the P wave V S |
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161:27 | . Likewise with a converted wave, put that all together with my other |
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161:37 | S P and I can invert this make an estimate of the rock and |
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161:43 | porosity and the poor film. And that's what we're gonna, that's what |
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161:47 | do with the, with the BS . OK. So that's a big |
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161:59 | through um all of this. So again, just to summarize what we've |
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162:08 | doing, I'm just gonna jump down and we've got a little exercise for |
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162:50 | . So this is from some data Algeria where we were working a few |
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162:54 | back. So, so practice, the dominant frequency? We've, here's |
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163:04 | V S P in death here. the time. So, you |
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163:09 | and love this. So please compute uh the dominant period and then the |
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163:17 | frequency here And then looking for 2100 say 3000. What's the interval velocity |
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163:29 | ? Then with some log analysis, look down here and we've got an |
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163:36 | a right here. What kind of is that in this interval? Then |
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163:49 | got an interface right here and I've the V S P image into surface |
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164:03 | . So here's the V S P and the surface seismic. The surface |
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164:07 | is pretty ratty, but the horizons been identified on the surface size. |
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164:23 | which one of those corresponds to So here are some horizons identified in |
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164:30 | surfaces. The V S P is into the surface and this B |
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164:40 | which one of those is it? again, that's just a little exercise |
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164:57 | . Yeah. Sorry for B is the quirk side Hamra? Uh It |
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165:08 | be, that's your exercise. this is like a homework for me |
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165:12 | send you. Yeah. Ok. thought we were doing it right |
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165:15 | Thank goodness. Ok. Well, we can do it right now if |
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165:19 | want to. It shouldn't take you long. It's kind of nice for |
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165:28 | to, to take a bit of on it though so that you've got |
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165:31 | . Yeah. No, I, can, I'll do it tonight. |
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165:34 | . It's just gonna, this should take you five or 10 minutes to |
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165:38 | . Ok. So, it's good sketch it out, just, just |
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165:41 | do it. And then, and then you've got a, you've |
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165:44 | a record of a, another little . I'll do better on this |
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165:51 | I'm sure you will if you you get some time and, |
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165:56 | nice to look at it. Have good look at the logs. These |
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165:58 | real logs. This was a real . They, uh, we were |
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166:02 | on it there. So it's, an interesting case. Ok. Get |
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166:10 | some more again. With the, these actual log values we've hammered in |
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166:15 | quite a bit. So, you , get your interpretation of how you |
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166:20 | the logs are, make sure that understand, uh you know what we're |
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166:25 | in this offset V S P and , uh the synthetics and the other |
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166:29 | S P and then here's the surface and the V S P have been |
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166:34 | in on top of the surface And the well is right here. |
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166:47 | . Yeah. OK. Oh Great . Um we've worked our way through |
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166:54 | physics, uh log analysis. We've a quick um rob through V S |
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167:07 | and so do this little exercise and questions you've got, let me |
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167:12 | And then uh next Friday, we'll up with a little bit of review |
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167:16 | the V S P and the um bit about micro seismic, a bit |
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167:22 | it crosswell some other geometries and then we integrate some of this stuff into |
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167:28 | seismic. So we'll, we'll take of the um the other cases that |
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167:35 | become important and people use this and branch out. I just saw that |
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167:42 | seismic ink incidentally is hiring. So sent out a note on linkedin. |
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167:48 | might have seen that micro seismic Inc Peter Duncan's company, former S C |
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167:55 | president and they do micro seismic monitoring hydraulic tracks. But I just saw |
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168:01 | he started a new company that I is called Micro the and it's for |
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168:06 | geothermal mapping too and they set out note on linkedin that they're hiring and |
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168:16 | least several of our students have been there too. So he's, as |
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168:20 | as I know he's taking two or of my former students, master |
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168:27 | So you might have a, since I actually had a phone interview |
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168:32 | a recruiter for S L B. . So they asked me to send |
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168:38 | like, my actual, like, and stuff like that and hopefully |
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168:41 | they'll reach back out to me, I actually got to talk to |
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168:44 | So that was cool. Well, great. Well, and you know |
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168:47 | , especially with slumber Jay. they're gonna ask you a lot about |
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168:54 | and V S P probably they've got , of course, but it might |
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168:58 | for the seismic. But if it's anything to do there as, you |
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169:00 | , their history, they were the . They started it all. |
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169:06 | So, um, somebody was just me about, uh, interviewing for |
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169:14 | company and there was a full on that they wrote to even get in |
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169:19 | door. So that, that was . I've had to take a |
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169:24 | there's been a couple that I've applied on indeed that you have to take |
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169:27 | an Excel quiz. Like, there's bunch of different things that you have |
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169:30 | prove you can do in Excel. . Oh, well, it's |
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169:36 | As I, um, as I , it just depends what the, |
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169:40 | , what the entrance is. They've to get this kind of scan and |
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169:44 | somehow. So, um, you know what might happen. As I |
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169:50 | before. One of, one of students went in and they said, |
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169:53 | you know anything about logs and And he said, well a little |
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169:58 | and they slapped down a whole set logs and said, well, interpret |
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170:02 | and give me a plate that, was his interview. And he |
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170:07 | fortunately, I was familiar with the logs and basic seismic and he said |
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170:11 | was able to at least tell a and he got the job. So |
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170:14 | was nice. Ok, good. . Well, great. Um, |
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170:22 | just do this little exercise and then , um, anything, any questions |
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170:27 | in touch through the week and then see you Friday. Maybe we |
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170:31 | maybe we should go in person next . I don't know the, |
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170:34 | what? Because I think Friday is last class, isn't it? It |
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170:43 | . Yeah. Ok. And are we gonna go in on for |
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170:48 | exam on that Wednesday? Um, know, maybe that's, Um, |
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170:58 | think it's like 6-9 or something. , I think it's actually better. |
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171:06 | the uh, yeah, maybe, it's just, um, I may |
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171:15 | out of town so that might be Utah arrangement too. Well, I've |
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171:21 | everything I all the other professors. just been doing it online. They'll |
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171:25 | send it to me the day before I send it by end of |
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171:28 | the next day or however whatever I don't care. Ok. |
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171:33 | we'll, That might be the, the easiest way to do it. |
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171:36 | we'll just, um, have you it, say 6-9 or something on |
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171:40 | Wednesday? I think I spoke to about that. I, I |
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171:44 | uh, they, I guess they to have a certain time, |
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171:51 | period when you can do it. , but I, I did |
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171:54 | I did hear. Yeah. So most people just sent you a |
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171:57 | a full exam and then you just a day to write it or something |
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172:02 | because I work during the day. they'll just before and, yeah. |
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172:07 | . Uh, ok. Well, , we'll figure something out. So |
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172:09 | got 22 other sessions. There's next afternoon and then the exam shortly |
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172:18 | So, uh, well, Google I'm talking to it. It just |
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172:22 | on. Ah, it's listening, , Google, turn it off. |
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172:32 | , ok. Well, we'll figure out. Stephanie. So, |
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172:34 | your preference is probably to, to do this. Continued being |
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172:40 | Yeah. I just don't like being campus that late. Yeah. |
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172:45 | you're probably right. But I if I just, because, |
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172:49 | I'm by myself and it's just me the class. Um, but I |
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172:54 | , like I said, like I'm open to whatever. Just, |
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172:56 | don't, I don't like being there myself that late. Just, you |
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173:00 | , that's, I, I agree that. That's, that's sensible. |
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173:03 | . Well, well, that's good me to know too. Um, |
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173:09 | we'll, uh, we'll make arrangements are all comfortable and stuff one way |
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173:13 | the other. Ok. So we'll, uh, we'll organize |
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173:17 | uh, uh, early next Ok. No problem. Ok. |
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173:21 | . Enjoy the rest of the evening we'll chat early next week. |
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173:25 | Thank you so much. So, person Friday, uh, I guess |
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173:34 | because it's earlier. So we, finish about 4 30. Yeah, |
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173:38 | fine. I just, the Wednesday to 9 I one kind of. |
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173:42 | . Well, why don't we do then? Um, we'll, we'll |
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173:45 | in person on Friday and then we'll the, uh, the, the |
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173:48 | to 9, the, uh, stuff you'll do at home. |
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173:55 | All right. Great stuff. All . See you then. See |
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