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plot.py
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Created
Sun, Dec 1, 04:56
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3 KB
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text/x-python
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Tue, Dec 3, 04:56 (2 d)
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blob
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22696193
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rAKA akantu
plot.py
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#!/usr/bin/env python3
import
os
import
pandas
as
pd
import
numpy
as
np
# needed to generate the plots on jed
import
matplotlib
# matplotlib.use("TKAgg")
import
matplotlib.pyplot
as
plt
# Same font as JOSS
plt
.
rcParams
[
"font.sans-serif"
]
=
"cmss10"
# Loading data
plots
=
{
"elastic gcc v5"
:
{
"prefix"
:
"timmings_"
,
"material"
:
"elastic"
,
"compiler"
:
"gcc"
,
"suffix"
:
"_jed_v5.0.4"
},
"cohesive gcc v5"
:
{
"prefix"
:
"timmings_"
,
"material"
:
"cohesive"
,
"compiler"
:
"gcc"
,
"suffix"
:
"_jed_v5.0.4"
},
"elastic gcc v4"
:
{
"prefix"
:
"timmings_"
,
"material"
:
"elastic"
,
"compiler"
:
"gcc"
,
"suffix"
:
"_jed_v4.0.1"
},
"cohesive gcc v4"
:
{
"prefix"
:
"timmings_"
,
"material"
:
"cohesive"
,
"compiler"
:
"gcc"
,
"suffix"
:
"_jed_v4.0.1"
},
}
fig
,
ax
=
plt
.
subplots
(
figsize
=
(
4.5
,
4
))
# fig, ax = plt.subplots(1, 1)
plotting
=
"TTS"
handles
=
[]
for
plot_name
,
data
in
plots
.
items
():
data
[
"df"
]
=
pd
.
read_csv
(
f
"""{data["prefix"]}{data["material"]}_{data["compiler"]}{data["suffix"]}.csv"""
,
sep
=
","
,
skipinitialspace
=
True
,
)
df
=
data
[
"df"
]
step
=
df
[
"solve_step"
]
*
df
[
"solve_step nb_rep"
]
if
data
[
"material"
]
==
"cohesive"
:
step
=
step
+
df
[
"check_cohesive_stress"
]
*
df
[
"check_cohesive_stress nb_rep"
]
df
[
"TTS"
]
=
step
/
1000
df
[
"speedup"
]
=
step
[
0
]
/
step
df
[
"mumps"
]
=
df
[
"static_solve"
]
*
df
[
"static_solve nb_rep"
]
def
plot_measure
(
ax
,
df
,
plotting
,
label
,
**
kwargs
):
"""Plot a given measure."""
grouped
=
df
.
groupby
(
"psize"
)
# compute stats grouped by number of procs
med
=
grouped
.
median
()
min
=
grouped
.
min
()
max
=
grouped
.
max
()
min_psize
=
df
[
"psize"
][
0
]
print
(
list
(
med
[
plotting
]))
(
l
,)
=
ax
.
plot
(
med
.
index
,
med
[
plotting
],
label
=
f
"{label} (median)"
,
**
kwargs
)
ax
.
fill_between
(
med
.
index
,
min
[
plotting
],
max
[
plotting
],
color
=
l
.
get_color
(),
alpha
=
0.2
)
ax
.
plot
(
med
.
index
,
min_psize
*
med
[
plotting
][
min_psize
]
/
med
.
index
,
ls
=
"--"
,
color
=
l
.
get_color
())
# ax.boxplot(
# data[plotting]["grouped"], positions=psize, widths=[0.1 * s for s in psize]
# )
plot_measure
(
ax
,
plots
[
"cohesive gcc v5"
][
"df"
],
plotting
,
"insertion"
,
marker
=
"o"
,
)
plot_measure
(
ax
,
plots
[
"elastic gcc v5"
][
"df"
],
plotting
,
"no insertion v5"
,
marker
=
"o"
,
)
# Selecting appropriate tick values
psize
=
np
.
array
(
np
.
unique
(
plots
[
list
(
plots
.
keys
())[
0
]][
"df"
][
"psize"
]))
labels
=
np
.
concatenate
(
[[
psize
[
0
]],
psize
[
1
:][
psize
[
1
:]
>=
2
*
psize
[:
-
1
]],
[
psize
[
-
1
]]]
)
# for name, ax in axes.items():
ax
.
set_xscale
(
"log"
,
base
=
2
)
ax
.
set_yscale
(
"log"
)
ylabel
=
plotting
if
plotting
!=
"TTS"
else
"Time to solution"
yunit
=
"s"
if
plotting
!=
"speedup"
else
"-"
ax
.
set_xlabel
(
"Nb Cores [-]"
)
ax
.
set_ylabel
(
f
"""{ylabel} [{yunit}]"""
)
ax
.
set_xticks
(
ticks
=
labels
,
labels
=
map
(
str
,
labels
))
# Constructing legend with min/max and ideal labels
handles
,
labels
=
ax
.
get_legend_handles_labels
()
handles
+=
[
matplotlib
.
lines
.
Line2D
([],
[],
linestyle
=
"--"
,
color
=
"k"
),
matplotlib
.
patches
.
Patch
(
color
=
"k"
,
alpha
=
0.2
),
]
labels
+=
[
"ideal"
,
"min/max"
]
ax
.
legend
(
handles
=
handles
,
labels
=
labels
)
fig
.
tight_layout
()
fig
.
savefig
(
f
"{plotting}.svg"
,
transparent
=
True
,
bbox_inches
=
"tight"
,
pad_inches
=
0.1
)
plt
.
show
()
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