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Templates for case study and plotting #18

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32 changes: 21 additions & 11 deletions .github/pull_request_template.md
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# Add or update a Gusto case study
Here is a checklist of things that must be done before a new case study
will be included:
- [ ] Readme with:
- [ ] Instructions for running the case study.
- [ ] Instructions for reproducing included checkpoint and image.
- [ ]
- [ ] Case study as a function
- [ ] Test added to the root directory
- [ ] Output checkpoint (or link to GH-LFS of the checkpoint)
- [ ] Image of the case study
- [ ]
Here is a checklist of things that should be done to add a new case study to
the repository:
- [ ] The case study has been prepared from the case studies template in `templates/template_case_study.py`. This ensures that the case study:
- [ ] begins with documentation of the case
- [ ] includes a dictionary of default argument values
- [ ] is run through a function
- [ ] follows the standard order of sections:
1. test case parameters
2. set up of model objects
3. initial conditions
4. run
- [ ] includes a `__main__` routine with arg-parsing of command line arguments
- [ ] The case study has a quick-to-run test form in the relevant `test_*.py` file, so that it will be run as part of CI
- [ ] A plotting script has been added to the relevant `plotting` directory, with a name that matches the case study script
- [ ] Neat figures have been added to the relevant `figures` directory, with names that match the case study script

# Add or update a plotting script
Here is a checklist of things that should be done to add a new plotting script to the repository:
- [ ] The plotting script has been prepared from the template in `templates/template_plotting_script.py` or another acceptable plotting script
- [ ] The plot follows the Good Plot Guide in [`tomplot/good_plot_guide.md`](https://github.com/tommbendall/tomplot/blob/main/good_plot_guide.md)
- [ ] Relevant initial and final fields are plotted
- [ ] The figures produced have been added to the repository

<!--
Here is a comment that can include verbose instructions that will not
Expand Down
19 changes: 18 additions & 1 deletion README.md
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A repository for holding scripts setting up working case studies for Gusto.
# Gusto Case Studies

Welcome to the Gusto Case Studies repository!

This stores a collection of Python scripts which implement standard (and more exotic) test cases for geophysical fluids, particularly those used in the development of the dynamical cores used in numerical weather prediction models.

The test cases are run using the [Gusto](https://www.firedrakeproject.org/gusto/) code library, which uses compatible finite element methods to discretise the fluid's equations of motion.
Gusto is built upon the [Firedrake](https://www.firedrakeproject.org/) software, which provides the finite element infrastructure used by Gusto.

Case studies are organised by governing equation. Each case study is accompanied by a plotting script, and reference figures.

Our continuous integration is intended to ensure that this repository runs at the Gusto head-of-trunk.

## Visualisation

Gusto can produce output in two formats:
- VTU files, which can be viewed with the [Paraview](https://www.paraview.org/) software
- netCDF files, which has data that can be plotted using standard python packages such as matplotlib. We suggest using the [tomplot](https://github.com/tommbendall/tomplot) python library, which contains several routines to simplify the plotting of Gusto output.
178 changes: 178 additions & 0 deletions templates/template_case_study.py
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"""
The <test_name> test of <authors>, <year>:
``<paper_title>'', <journal>.

<Description of test>

The setup here uses <details of our configuration>.
"""
from argparse import ArgumentParser, ArgumentDefaultsHelpFormatter

from firedrake import (
SpatialCoordinate, Constant, pi, cos, exp
)
from gusto import (
Domain, IO, OutputParameters,
GeneralCubedSphereMesh, ZonalComponent, MeridionalComponent,
lonlatr_from_xyz, xyz_vector_from_lonlatr, great_arc_angle,
AdvectionEquation, PrescribedTransport,
SSPRK3, DGUpwind
)

# Dictionary containing default values of arguments to case study
""" TO REMOVE
Should include resolution, dt, tmax, dumpfreq and dirname
May also include other important configuration options
"""
test_name_defaults = {
'ncells_1d': 8,
'dt': 1.0,
'tmax': 10.0,
'dumpfreq': 10,
'dirname': 'test_name'
}


def test_name(
ncells_1d=test_name_defaults['ncells_1d'],
dt=test_name_defaults['dt'],
tmax=test_name_defaults['tmax'],
dumpfreq=test_name_defaults['dumpfreq'],
dirname=test_name_defaults['dirname']
):

# ------------------------------------------------------------------------ #
# Parameters for test case
# ------------------------------------------------------------------------ #

""" TO REMOVE
These should contain inline comments to make the parameters clear
"""
tau = 200. # time period relating to reversible flow, in s
radius = 6371220. # radius of sphere, in m
lamda_c = 0. # central longtiude of transported blob, in rad
theta_c = -pi/6. # central latitude of transported blob, in rad
F0 = 3. # max magnitude of transported blob, in kg/kg
r0 = 0.25 # width parameter of transported blob, dimensionless

# ------------------------------------------------------------------------ #
# Our settings for this set up
# ------------------------------------------------------------------------ #

degree = 1
hdiv_family = 'BDM'

# ------------------------------------------------------------------------ #
# Set up model objects
# ------------------------------------------------------------------------ #

# Domain
mesh = GeneralCubedSphereMesh(radius, ncells_1d, degree=2)
xyz = SpatialCoordinate(mesh)
domain = Domain(mesh, dt, hdiv_family, degree)

# Equation
V = domain.spaces("DG")
eqn = AdvectionEquation(domain, V, "F")

# I/O and diagnostics
output = OutputParameters(
dirname=dirname, dumpfreq=dumpfreq, dump_nc=True, dump_vtus=False
)

diagnostic_fields = [ZonalComponent('u'), MeridionalComponent('u')]

io = IO(domain, output, diagnostic_fields=diagnostic_fields)

# Details of transport
transport_scheme = SSPRK3(domain)
transport_method = DGUpwind(eqn, "F")

# Transporting wind ------------------------------------------------------ #
""" TO REMOVE
Any prescribed wind for transport tests should be added here
"""
def u_t(t):
_, theta, _ = lonlatr_from_xyz(xyz[0], xyz[1], xyz[2])
umax = 2*pi*radius / tau
u_zonal = umax*cos(theta)

return xyz_vector_from_lonlatr(u_zonal, Constant(0.0), Constant(0.0), xyz)

# Physics parametrisation ------------------------------------------------ #
""" TO REMOVE
Any physics parametrisations need defining here
"""

# Time stepper
stepper = PrescribedTransport(
eqn, transport_scheme, io, transport_method,
prescribed_transporting_velocity=u_t
)

# ------------------------------------------------------------------------ #
# Initial conditions
# ------------------------------------------------------------------------ #

# Initialise the field to be transported
lamda, theta, _ = lonlatr_from_xyz(xyz[0], xyz[1], xyz[2])
dist = great_arc_angle(lamda, theta, lamda_c, theta_c)
F_init_expr = F0*exp(-(dist/r0)**2)

# Set fields
u0 = stepper.fields("u")
F0 = stepper.fields("F")
u0.project(u_t(0))
F0.interpolate(F_init_expr)

# ------------------------------------------------------------------------ #
# Run
# ------------------------------------------------------------------------ #

stepper.run(t=0, tmax=tmax)


# ---------------------------------------------------------------------------- #
# MAIN
# ---------------------------------------------------------------------------- #


if __name__ == "__main__":

parser = ArgumentParser(
description=__doc__,
formatter_class=ArgumentDefaultsHelpFormatter
)
parser.add_argument(
'--ncells_1d',
help="The number of cells in one dimension",
type=int,
default=test_name_defaults['ncells_1d']
)
parser.add_argument(
'--dt',
help="The time step in seconds.",
type=float,
default=test_name_defaults['dt']
)
parser.add_argument(
"--tmax",
help="The end time for the simulation in seconds.",
type=float,
default=test_name_defaults['tmax']
)
parser.add_argument(
'--dumpfreq',
help="The frequency at which to dump field output.",
type=int,
default=test_name_defaults['dumpfreq']
)
parser.add_argument(
'--dirname',
help="The name of the directory to write to.",
type=str,
default=test_name_defaults['dirname']
)
args, unknown = parser.parse_known_args()

test_name(**vars(args))
130 changes: 130 additions & 0 deletions templates/template_plotting_script.py
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"""
Plots the <my_test_name> test case

This plots:
(a) <field1> @ t = 0 s, (b) <field1> @ t = <final_time> s
(d) <field2> @ t = 0 s, (e) <field2> @ t = <final_time> s
"""
from os.path import abspath, dirname
import matplotlib.pyplot as plt
import numpy as np
from netCDF4 import Dataset
from tomplot import (
set_tomplot_style, tomplot_cmap, plot_contoured_field, add_colorbar_fig,
tomplot_field_title, extract_gusto_coords, extract_gusto_field
)

test = 'my_test_name'

# ---------------------------------------------------------------------------- #
# Directory for results and plots
# ---------------------------------------------------------------------------- #
# When copying this example these paths need editing, which will usually involve
# removing the abspath part to set directory paths relative to this file
results_file_name = f'{abspath(dirname(__file__))}/../../results/{test}/field_output.nc'
plot_stem = f'{abspath(dirname(__file__))}/../figures/{test}'

# ---------------------------------------------------------------------------- #
# Plot details
# ---------------------------------------------------------------------------- #
subplots_x = 2
subplots_y = 2
field_names = ['field1', 'field1',
'field2', 'field2']
time_idxs = [0, -1,
0, -1]
cbars = [False, True,
False, True]

# ---------------------------------------------------------------------------- #
# General options
# ---------------------------------------------------------------------------- #
# First field
f1_contours = np.linspace(0.0, 3.6, 37)
f1_colour_scheme = 'RdBu_r'
f1_contour_to_remove = None
f1_field_label = r'$f_1$ (kg m$^{-3}$)'

# Second field
f2_contours = np.linspace(0.01, 0.07, 13)
f2_colour_scheme = 'Purples'
f2_contour_to_remove = 0.02
f2_field_label = r'$f_2$ (kg kg$^{-1}$)'

# General
contour_method = 'tricontour'
xmax = 2.0
ymax = 2.0
xlims = [0., xmax]
ylims = [0., ymax]

# Things that are likely the same for all plots --------------------------------
set_tomplot_style()
assert len(field_names) == subplots_x*subplots_y
data_file = Dataset(results_file_name, 'r')

# ---------------------------------------------------------------------------- #
# PLOTTING
# ---------------------------------------------------------------------------- #
fig, axarray = plt.subplots(
subplots_y, subplots_x, figsize=(16, 12), sharex='all', sharey='all'
)

for i, (ax, time_idx, field_name, cbar) in \
enumerate(zip(axarray.flatten(), time_idxs, field_names, cbars)):

# Data extraction ----------------------------------------------------------
field_data = extract_gusto_field(data_file, field_name, time_idx=time_idx)
coords_X, coords_Y = extract_gusto_coords(data_file, field_name)
time = data_file['time'][time_idx]

# Select options for each field --------------------------------------------
if field_name == 'field1':
contours = f1_contours
colour_scheme = f1_colour_scheme
field_label = f1_field_label
contour_to_remove = f1_contour_to_remove

elif field_name == 'field2':
contours = f2_contours
colour_scheme = f2_colour_scheme
field_label = f2_field_label
contour_to_remove = f2_contour_to_remove

cmap, lines = tomplot_cmap(
contours, colour_scheme, remove_contour=contour_to_remove
)

# Plot data ----------------------------------------------------------------
cf, _ = plot_contoured_field(
ax, coords_X, coords_Y, field_data, contour_method, contours,
cmap=cmap, line_contours=lines
)

if cbar:
add_colorbar_fig(
fig, cf, field_label, ax_idxs=[i], location='right'
)
tomplot_field_title(
ax, f't = {time:.1f} s', minmax=True, field_data=field_data
)

# Labels -------------------------------------------------------------------
if i % subplots_x == 0:
ax.set_ylabel(r'$z$ (km)', labelpad=-20)
ax.set_ylim(ylims)
ax.set_yticks(ylims)
ax.set_yticklabels(ylims)

if i > (subplots_y - 1)*subplots_x - 1:
ax.set_xlabel(r'$x$ (km)', labelpad=-10)
ax.set_xlim(xlims)
ax.set_xticks(xlims)
ax.set_xticklabels(xlims)

# Save figure ------------------------------------------------------------------
fig.subplots_adjust(wspace=0.25)
plot_name = f'{plot_stem}.png'
print(f'Saving figure to {plot_name}')
fig.savefig(plot_name, bbox_inches='tight')
plt.close()
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