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Stokes Cavity - non-newtonian #748

Merged
merged 13 commits into from
Aug 19, 2020
Merged

Stokes Cavity - non-newtonian #748

merged 13 commits into from
Aug 19, 2020

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Jon83Carvalho
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As per e-mail from Mr. Guyer. Uploading jupyter notebook where I incorporated some code to work with Ostwald fluid in the Stokes cavity.

Regards,
Jonas

@wd15
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wd15 commented Jul 31, 2020

@Jon83Carvalho, thanks for taking the time out to do this. I think that this would be a nice contribution, however, I don't think it should go in the fipy directory. Possibly we could put it in something like notebooks-contributed or examples-contributed. Are all the png and csv files necessary? Did you mean to include these in the commit?

Reading though it, it seems that you can remove the last cell with plt.savefig('Stokes3M.eps',format='eps') in it. If we set up automatic testing for notebooks then we won't want it saving out a file. It looks like it isn't necessary to have all the csv files so removing those from the notebook and from the commit would be good as well.

Do you have any idea how good the solution is? Accuracy?

Thanks for this though. It really is very nice. Just needs some cleaning up.

Here is a list of the things to fix,

  • Remove reading and writing files
  • Few spelling mistakes (jupyter has a plugin for spelling)
  • Use markdown syntax for the refs so that they link
  • Move from fipy to examples-contributed
  • Only have the .ipynb file in the commit
  • I like the streamlines, but maybe clean up the cells at the end with the repetitive looping

@guyer
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guyer commented Jul 31, 2020

@Jon83Carvalho I also think this is a welcome contribution. I agree with most of @wd15's recommended changes.

My few amendments are:

  • I think this should just go in examples/flow, although I'd call it stokesNonNewtonian.ipynb or similar.
  • Change the viewer to MatplotlibStreamViewer.
  • I think everything after the sweep loop can go away.

@Jon83Carvalho
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Jon83Carvalho commented Jul 31, 2020 via email

@Jon83Carvalho
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Will incorporate changes as per review

@guyer
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guyer commented Aug 1, 2020

There's no need to close this. Just make edits to your notebook and commit them.

@guyer guyer reopened this Aug 1, 2020
This reverts commit 44aacae, reversing
changes made to 84f7d7f.
Incorporating the exemplo for Non Newtonian fluid.
@Jon83Carvalho
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@Jon83Carvalho, thanks for taking the time out to do this. I think that this would be a nice contribution, however, I don't think it should go in the fipy directory. Possibly we could put it in something like notebooks-contributed or examples-contributed. Are all the png and csv files necessary? Did you mean to include these in the commit?

Reading though it, it seems that you can remove the last cell with plt.savefig('Stokes3M.eps',format='eps') in it. If we set up automatic testing for notebooks then we won't want it saving out a file. It looks like it isn't necessary to have all the csv files so removing those from the notebook and from the commit would be good as well.

Do you have any idea how good the solution is? Accuracy?

Thanks for this though. It really is very nice. Just needs some cleaning up.

Here is a list of the things to fix,

  • Remove reading and writing files
  • Few spelling mistakes (jupyter has a plugin for spelling)
  • Use markdown syntax for the refs so that they link
  • Move from fipy to examples-contributed
  • Only have the .ipynb file in the commit
  • I like the streamlines, but maybe clean up the cells at the end with the repetitive looping

Hi Mr. Wheeler, thanks for the inputs.

Find some comments and answers below.

Do you have any idea how good the solution is? Accuracy?
I couldn't find an article where it does exactly what is done here, which is using the momentum equation with no terms from the material derivative (which can be considered a viscous dominant flow, very low Reynolds). I tested the algorithm with maximum m=1.5 and minimum 0.5. Made it converge to maximum residual less than 0.01. Paired comparison, of m=1 and the Newtonian solution, using a linear regression yields a coefficient of ~1 meaning that the speeds of the anisotropic model to cover non Newtonian fluids results in speeds nearly the same as in the case where we adopt a Newtonian fluid (the original Stokes cavity example). In addition, the final results with varying values of "m" make sense in terms of the expected fluid behavior for Shear-thinning (m<1) and shear-thickening (m>1). Of course, those tests are not comparable to a Scientific article results and thus, one may think it is worthy to invest more time testing. The non linearity with the "m" term included makes convergence very costly and I haven´t tested many of different values of the relaxation factors.

My intent, when sharing, was also to get help on checking the quality of the result and code improvements suggestions. My future plans are to include Material derivative terms and test in different mesh (Axisymmetric tube flow) and have a Non-newtonian simple solver for some cases I want to investigate my own.

Below some comment on your questions.

  • Few spelling mistakes (jupyter has a plugin for spelling)
    Used the plugin, worked my best to get everything correct.

  • Use markdown syntax for the refs so that they link
    I was using a plugin which allows using Latex references. Changed to be independent of the plugin

  • Move from fipy to examples-contributed
    Moved to exemples\flow as per Mr. Guyer suggestion

  • Only have the .ipynb file in the commit
    The ew commit only have the jupyter notebook as suggested

  • I like the streamlines, but maybe clean up the cells at the end with the repetitive looping

Remove unnecessary intermediate variables when constructing
non-Newtonian terms.
@wd15
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wd15 commented Aug 10, 2020

Hi @Jon83Carvalho, I've worked on your example a little bit, see the updated notebook.

I did some code formatting and changed the diffusion coefficients so they are updated automatically without having to assign lots of intermediate variables inside the loop. It certainly reduces the number of lines of code. It seems to give the same flow fields (I didn't check the numbers to see if they are exactly the same though).

One oddity is there wasn't a nice way to do a matrix transpose with fipy which preserves the variable (lazily). I did it in a round about way. @guyer, has swapaxes. transpose or .T ever worked for rank 2 variables. What have we done for that in the past?

Anyway, @Jon83Carvalho, I'm happy to merge my changes into this PR assuming you're happy with my changes. There are plenty of other things we could work on to clean it up more, but I'm happy with this as it is after my changes are merged. It doesn't have to be perfect. Good enough is fine.

@Jon83Carvalho
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Hi @Jon83Carvalho, I've worked on your example a little bit, see the updated notebook.

I did some code formatting and changed the diffusion coefficients so they are updated automatically without having to assign lots of intermediate variables inside the loop. It certainly reduces the number of lines of code. It seems to give the same flow fields (I didn't check the numbers to see if they are exactly the same though).

One oddity is there wasn't a nice way to do a matrix transpose with fipy which preserves the variable (lazily). I did it in a round about way. @guyer, has swapaxes. transpose or .T ever worked for rank 2 variables. What have we done for that in the past?

Anyway, @Jon83Carvalho, I'm happy to merge my changes into this PR assuming you're happy with my changes. There are plenty of other things we could work on to clean it up more, but I'm happy with this as it is after my changes are merged. It doesn't have to be perfect. Good enough is fine.

Hi Mr. Wheeler. I am more than glad with the change., Thanks for updating it and giving insights into how to make it a better code for this example. Thus, I have no further comments.

I just want to add a short comment about the streamlines. I removed because when I tried to work on them, I got an error message indicating that the stream viewer requires equally spaced mesh points, and I could only achieve that by generating a similar mesh with the loops.

Remove junk cells in non-Newtonian example left over from previous
edits. Improve some of the narrative.
@wd15 wd15 changed the base branch from master to develop August 11, 2020 20:16
@wd15 wd15 changed the base branch from develop to master August 11, 2020 20:16
@wd15
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wd15 commented Aug 11, 2020

I merged my changes back in. The stream viewer isn't essential.

@wd15 wd15 requested review from guyer and tkphd August 11, 2020 22:32
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Ok

@tkphd
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tkphd commented Aug 13, 2020

I did some editing for spelling and spacing, and had to adjust eps=0.05 to eps=0.025, otherwise the solver exited after the first step, with no visible change from the initial condition. Filing a PR against @Jon83Carvalho's fork.

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Very nice contribution @Jon83Carvalho. It's nice to see everything in one notebook, and the example is well written and easy to follow.

@Jon83Carvalho
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Very nice contribution @Jon83Carvalho. It's nice to see everything in one notebook, and the example is well written and easy to follow.

Thanks @tkphd for the inputs. I was looking for help to improve the code, so I appreciate your help. I thank @wd15 for improving the text and cleanup/improve code. I am glad that the original Stokes example could be augmented with a different fluid model. I hope it influences others to develop more fluid flow solutions.

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guyer commented Aug 17, 2020

I opened two small pull requests: Jon83Carvalho#4 and Jon83Carvalho#5.

@Jon83Carvalho I didn't understand your comment "stream viewer requires equally spaced mesh points". Our MatplotlibStreamViewer takes care of gridding irregular data automatically. If it doesn't work for you, though, post the error traceback you get under my pull request.

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@Jon83Carvalho I like this notebook. After consideration of my pull requests, I think this is ready to merge.

"outputs": [
{
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@wd15 I realize this is taken directly from stokesCavity.py, but why use _FaceGradVariable here? Does pressure.faceGrad not work for some reason?

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guyer commented Aug 17, 2020

@wd15:

has swapaxes. transpose or .T ever worked for rank 2 variables. What have we done for that in the past?

Not that I'm aware of. I think I might have got it working on my variableMeshes branch, but that's not much use here.

I think the closest I ever got was for the elasticity benchmark, but I did all that in reciprocal space:

straing = 0.5j * (nmx.einsum('i...,j...->ij...', ug, g) + nmx.einsum('j...,i...->ij...', ug, g))

Change to MatplotlibStreamViewer - I have no exceuse Mr. Guyer, originally I tried hard to implement this and got a message like "viewer requires equally spaced mesh points". But now, it just worked, no idea what was wrong. Thanks again.
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@Jon83Carvalho I like this notebook. After consideration of my pull requests, I think this is ready to merge.

Thanks Mr. @guyer. I have no excuse. Originally, I tried hard to put the Stream Viewer, also tried different library stream viewer from Plotly instead of Matplotlib and in both I got a message like "viewer requires equally spaced mesh points" I even reinstalled python and fipy different times to try solve it. But now, I tested your code and also my original code and just worked. No idea what I did wrong before.

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guyer commented Aug 17, 2020

@Jon83Carvalho

But now, I tested your code and also my original code and just worked. No idea what I did wrong before.

No worries! If it didn't work for some reason, I wanted to be able to fix it.

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Ok

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wd15 commented Aug 17, 2020

@wd15:

straing = 0.5j * (nmx.einsum('i...,j...->ij...', ug, g) + nmx.einsum('j...,i...->ij...', ug, g))

Transpose made difficult!

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ok

@guyer guyer merged commit beeb1a9 into usnistgov:master Aug 19, 2020
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4 participants