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Jupyter notebooks #294
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Jupyter notebooks #294
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Hopefully changes in #297 fix the above issues |
…_fixes Fixed failing notebook tests, updated CI, made tests DRYer
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I think this looks really nice and I'm really excited for us to have these in Gusto. Thanks so much for doing all of this.
I have a few pernickety comments about style of some particular comments and things we can probably omit -- if you disagree with anything please feel free to ignore it. The main thing that I think would be nice is to add lint checking, which I suspect may highlight some more issues.
I've only looked at the first notebook -- I thought I'd come back to that in case you want to make any changes having used the lint checker.
I was also wondering whether we want to include the mountain notebook? Some of the routines in there aren't that obvious so it might be quite challenging as an introduction. Maybe there's something important in that case that I'm missing though that is helpful!
My final suggestion is about the names of the notebooks. I think the first one is great, the second one could do with some capitalisation to make it look consistent (i.e. Book_2_Gravity_Wave_Vertical_Slice) and finally I think the final one might be best as Book_3_Lowest_Order_Rising_Bubble (or book 4 if you keep the mountain!)
Makefile
Outdated
@@ -10,18 +10,24 @@ lint: | |||
@echo " Linting gusto plotting scripts" | |||
@python3 -m flake8 plotting |
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I think it would be nice to add the notebooks to the lint checker here, I think just by adding:
@echo " Linting gusto jupyter notebooks"
@python3 -m flake8 jupyter_notebooks
I expect when you run make lint
it will then throw up a bunch of things to change in the notebooks though! But that will help make sure the code is consistent everywhere. One of the main things will be to make sure that we leave a space between the #
at the start of a comment and the text after it.
"metadata": {}, | ||
"source": [ | ||
"This notebook provides an introduction to Gusto. We will go through the example of the Williamson 2 test case to demonstrate how to set up the problem and run it. This comes from the paper: \\\n", | ||
"David L. Williamson, John B. Drake, James J. Hack, Rüdiger Jakob, Paul N. Swarztrauber,\n", |
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I think it would be OK to give the reference in a shorter form since we are giving the link to it, i.e.:
"This is the second test from Williamson et al (1992), "
"\n", | ||
"The parameters we need to specify are the Coriolis force, $f$, gravitational constant, $g$, and mean depth, $H$.\n", | ||
"$\\newline$\n", | ||
"We can neglect boundary conditions, due to solving on a spherical domain. \\ \n", |
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There is a rogue backslash somewhere around here
"source": [ | ||
"The Williamson 2 test case solves the shallow water equations. This corresponds to the following set of momentum and continuity equations, for a velocity $\\textbf{u}$ and free surface, $\\eta$:\n", | ||
"$$\\textbf{u}_t + f \\textbf{u}^{\\perp} + g \\nabla \\eta + (\\textbf{u} \\cdot \\nabla) \\textbf{u} = 0$$\n", | ||
"$$\\eta_t + H(\\nabla \\cdot \\textbf{u}) + \\nabla [\\textbf{u} (\\eta - b)] = 0$$\n", |
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I have a very petty suggestion for how we write the shallow-water equations. I prefer to see the transport term (u.grad)u immediately after the time derivative in the momentum equation (so that you can easily see that together these are the material derivative). For the continuity equation, can we just write
\\eta_t + \\nabla \\cdot [(\\eta - b) \\textbf{u}] = 0
?
Please feel free to ignore if you disagree!
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Yes, I agree with grouping the terms in that way and I also think we should try to be consistent with the names in the code - i.e. we use D
for the prognostic variable, where D=H+\eta-b
.
"The parameters we need to specify are the Coriolis force, $f$, gravitational constant, $g$, and mean depth, $H$.\n", | ||
"$\\newline$\n", | ||
"We can neglect boundary conditions, due to solving on a spherical domain. \\ \n", | ||
"Williamson 2 is called 'Global Steady State Nonlinear Zonal Geostrophic Flow', so the solution should not change over time." |
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Maybe we could rewrite this as "The second Williamson test case models zonal geostrophic flow. This is a steady-state solution of the shallow-water equations, so the true solution does not change with time."
"source": [ | ||
"from gusto import *\n", | ||
"from firedrake import IcosahedralSphereMesh, SpatialCoordinate, as_vector\n", | ||
"from math import pi\n", |
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I wonder if we could actually just import pi
from firedrake
? I think we also might not need to do import sys
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yes, this is probably highlighting that the examples need a bit more tidying...
"metadata": {}, | ||
"outputs": [], | ||
"source": [ | ||
"output = OutputParameters(dirname=\"sw_W2_ref%s_dt%s\" % (ref_level, dt),\n", |
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We actually can probably give a clearer directory name -- maybe just:
dirname="williamson_2_intro"
"source": [ | ||
"We are now ready to specify the initial conditions.\n", | ||
"Due to our choice of function spaces for the velocity and depth, the intialisations of each variable use projection \n", | ||
"and interpolation operations respectively. Williamson 2 specifies initial conditions for a 'Global Steady State Non-linear Zonal Geostrophic Zone' (do I need this detail?). \n", |
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I think you don't need this detail -- we've explained the initial condition at the top so I think it's OK to leave this out
"and interpolation operations respectively. Williamson 2 specifies initial conditions for a 'Global Steady State Non-linear Zonal Geostrophic Zone' (do I need this detail?). \n", | ||
"$$ \\textbf{u}_0 = \\frac{u_{max}}{R} [-y,x,0] $$\n", | ||
"$$ h_0 = H - \\frac{\\Omega u_{max} z^2}{g R} $$\n", | ||
"We only require a two-dimensional velocity, so the vertical component is specified to be zero. (Jemma/Tom question: Why is $R/R^2$ used in the code)???" |
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I think we are embedded in a 3D space so we are specifying all three of the Cartesian components of the velocity. I don't think we need the R/R^2
so maybe you can cancel one out! Presumably the was originally done to make it clear that the final part is sin^2(lat)
?
"metadata": {}, | ||
"outputs": [], | ||
"source": [ | ||
"#Now, construct the time-stepper. We will firstly use a semi-implicit (?) approach.\n", |
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Yes it's semi-implicit
!
I suggested the mountain as it demonstrates how to deform the mesh - so maybe not an introductory notebook but a more advanced one! |
Thanks Tim, these are a great start to our notebook resources! |
Ah OK! Maybe that can be the fourth then? And maybe it should be called Book_4_Flow_Over_A_Mountain |
Hi Tom and Jemma, thanks for the feedback! I've made the changes you've mentioned and have added the notebooks to the lint checker, so will see what that comes back with. |
Merge branch 'main' of https://github.com/firedrakeproject/gusto into tim_FML_notebooks
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Does this file need deleting?
--timeout=1200 \ | ||
--timeout-method=thread \ | ||
-o faulthandler_timeout=1260 \ | ||
--nbval-lax \ |
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--nbval-lax \ | |
--nbval \ |
When you're happy with the state of the notebooks, you can drop the lax
and the test will check that the output doesn't change. Use # NBVAL_IGNORE_OUTPUT
for specific cells where this is undesirable, see these docs.
…ct/gusto into tim_FML_notebooks
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Just a few suggested changes! Open to discussion on them :)
" <div class=\"jupyter-widgets widget-label\" style=\"text-align: center;\">\n", | ||
" Figure\n", | ||
" </div>\n", | ||
" <img 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Overall a description of how the transport terms are treated has been given, but it may be useful to say that implicit terms are treated with an centred or off-centred implicit method, and that the nonlinear solve is a Newton solve with a fixed number of iterations (in a staggered 2x2 loop normally)
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" </div>\n", | ||
" <img 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It would be good to have some description of what we are seeing in the plots - and perhaps a comment on the oscillations in the depth perturbation
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Yes, I agree - and I will change the reference plots to be closer to what we're using here...
Added a directory with four example notebooks to demonstrate the functionality of Gusto.