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from kawin.precipitation import PrecipitateModel | ||
from kawin.diffusion.Diffusion import DiffusionModel | ||
import matplotlib.pyplot as plt | ||
import numpy as np | ||
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||
def test_precipitate_plotting(): | ||
binary_single = PrecipitateModel(phases=['beta'], elements=['A']) | ||
binary_multi = PrecipitateModel(phases=['beta', 'gamma', 'zeta'], elements=['A']) | ||
ternary_single = PrecipitateModel(phases=['beta'], elements=['A', 'B']) | ||
ternary_multi = PrecipitateModel(phases=['beta', 'gamma', 'zeta'], elements=['A', 'B']) | ||
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models = [ | ||
(binary_single, 1, 1), | ||
(binary_multi, 1, 3), | ||
(ternary_single, 2, 1), | ||
(ternary_multi, 2, 3), | ||
] | ||
|
||
varTypes = [ | ||
('Volume Fraction', [2]), | ||
('Total Volume Fraction', None), | ||
('Critical Radius', [2]), | ||
('Average Radius', [2]), | ||
('Volume Average Radius', [2]), | ||
('Total Average Radius', None), | ||
('Total Volume Average Radius', None), | ||
('Aspect Ratio', [2]), | ||
('Total Aspect Ratio', None), | ||
('Driving Force', [2]), | ||
('Nucleation Rate', [2]), | ||
('Total Nucleation Rate', None), | ||
('Precipitate Density', [2]), | ||
('Total Precipitate Density', None), | ||
('Temperature', None), | ||
('Composition', [1]), | ||
('Eq Composition Alpha', [1,2]), | ||
('Eq Composition Beta', [1,2]), | ||
('Supersaturation', [2]), | ||
('Eq Volume Fraction', [2]), | ||
('Size Distribution', [2]), | ||
('Size Distribution Curve', [2]), | ||
('Size Distribution KDE', [2]), | ||
('Size Distribution Density', [2]), | ||
] | ||
|
||
for m in models: | ||
for v in varTypes: | ||
fig, ax = plt.subplots(1,1) | ||
m[0].plot(ax, v[0]) | ||
numLines = len(ax.lines) | ||
plt.close(fig) | ||
|
||
#Check that the number of lines on the plot correspond to the right amount | ||
# Number of lines should either be 1, elements, phases or elements*phases depending on variable | ||
desiredNumber = 1 | ||
if v[1] is not None: | ||
desiredNumber = np.prod([m[vi] for vi in v[1]], dtype=np.int32) | ||
assert numLines == desiredNumber | ||
|
||
def test_diffusion_plotting(): | ||
#Single phase and Homogenizaton model goes through the same path for plotting | ||
binary_single = DiffusionModel(zlim=[-1,1], N=100, elements=['A', 'B'], phases=['alpha']) | ||
binary_multi = DiffusionModel(zlim=[-1,1], N=100, elements=['A', 'B'], phases=['alpha', 'beta', 'gamma']) | ||
ternary_single = DiffusionModel(zlim=[-1,1], N=100, elements=['A', 'B', 'C'], phases=['alpha']) | ||
ternary_multi = DiffusionModel(zlim=[-1,1], N=100, elements=['A', 'B', 'C'], phases=['alpha', 'beta', 'gamma']) | ||
|
||
models = [ | ||
(binary_single, 2, 1), | ||
(binary_multi, 2, 3), | ||
(ternary_single, 3, 1), | ||
(ternary_multi, 3, 3), | ||
] | ||
|
||
for m in models: | ||
m[0].setTemperature(900) | ||
|
||
#For each plot, check that the number of lines correspond to number of elements or phases | ||
#For 'plot', number of lines should be elements (with or without reference) or a single element | ||
#For 'plotTwoAxis', number of lines for each axis should be length of input array | ||
#For 'plotPhases', number of lines is number of phases or single phase | ||
fig, ax = plt.subplots(1,1) | ||
m[0].plot(ax, plotReference = False) | ||
assert len(ax.lines) == m[1]-1 | ||
plt.close(fig) | ||
|
||
fig, ax = plt.subplots(1,1) | ||
m[0].plot(ax, plotReference = True) | ||
assert len(ax.lines) == m[1] | ||
plt.close(fig) | ||
|
||
fig, ax = plt.subplots(1,1) | ||
m[0].plot(ax, plotElement = m[0].allElements[0]) | ||
assert len(ax.lines) == 1 | ||
plt.close(fig) | ||
|
||
fig, ax = plt.subplots(1,1) | ||
m[0].plot(ax, plotElement = m[0].allElements[1]) | ||
assert len(ax.lines) == 1 | ||
plt.close(fig) | ||
|
||
|
||
fig, axL = plt.subplots(1,1) | ||
axR = ax.twinx() | ||
m[0].plotTwoAxis(Lelements=[m[0].allElements[0]], Relements = m[0].allElements[1:], axL=axL, axR=axR) | ||
assert len(axL.lines) == 1 | ||
assert len(axR.lines) == len(m[0].allElements)-1 | ||
plt.close(fig) | ||
|
||
fig, ax = plt.subplots(1,1) | ||
m[0].plotPhases(ax) | ||
assert len(ax.lines) == m[2] | ||
plt.close(fig) | ||
|
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fig, ax = plt.subplots(1,1) | ||
m[0].plotPhases(ax, plotPhase=m[0].phases[0]) | ||
assert len(ax.lines) == 1 | ||
plt.close(fig) |