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solver.py
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Created
Fri, May 24, 14:52
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2 KB
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text/x-python
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Sun, May 26, 14:52 (2 d)
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blob
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17855905
Attached To
R6746 RationalROMPy
solver.py
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import
numpy
as
np
from
rrompy.hfengines.linear_problem
import
\
HelmholtzSquareBubbleProblemEngine
as
HSBPE
from
rrompy.hfengines.linear_problem
import
\
HelmholtzSquareTransmissionProblemEngine
as
HSTPE
from
rrompy.hfengines.linear_problem
import
\
HelmholtzBoxScatteringProblemEngine
as
HBSPE
from
rrompy.hfengines.linear_problem
import
\
HelmholtzCavityScatteringProblemEngine
as
HCSPE
testNo
=
4
verb
=
0
if
testNo
==
1
:
solver
=
HSBPE
(
kappa
=
12
**
.
5
,
theta
=
np
.
pi
/
3
,
n
=
20
,
verbosity
=
verb
)
mu
=
12.
**.
5
solver
.
setSolver
(
"BICG"
,
{
"tol"
:
1e-15
})
uh
=
solver
.
solve
(
mu
)[
0
]
solver
.
plotmesh
()
print
(
solver
.
norm
(
uh
))
solver
.
plot
(
uh
)
solver
.
plot
(
solver
.
residual
(
uh
,
mu
)[
0
],
'res'
)
###########
elif
testNo
in
[
2
,
-
2
]:
solver
=
HSTPE
(
nT
=
1
,
nB
=
2
,
theta
=
np
.
pi
*
20
/
180
,
kappa
=
4.
,
n
=
50
,
verbosity
=
verb
)
mu
=
4.
uref
=
solver
.
liftDirichletData
(
mu
)
if
testNo
>
0
:
uh
=
solver
.
solve
(
mu
)[
0
]
utot
=
uh
-
uref
else
:
utot
=
solver
.
solve
(
mu
,
homogeneized
=
True
)[
0
]
uh
=
utot
+
uref
print
(
solver
.
norm
(
uh
))
print
(
solver
.
norm
(
uref
))
solver
.
plot
(
uh
)
solver
.
plot
(
uref
,
name
=
'u_Dir'
)
solver
.
plot
(
utot
,
name
=
'u_tot'
)
solver
.
plot
(
solver
.
residual
(
uh
,
mu
)[
0
],
'res'
)
solver
.
plot
(
solver
.
residual
(
utot
,
mu
,
homogeneized
=
True
)[
0
],
'res_tot'
)
###########
elif
testNo
in
[
3
,
-
3
]:
solver
=
HBSPE
(
R
=
5
,
kappa
=
12
**.
5
,
theta
=
-
np
.
pi
*
60
/
180
,
n
=
30
,
verbosity
=
verb
)
mu
=
12
**.
5
uref
=
solver
.
liftDirichletData
(
mu
)
if
testNo
>
0
:
uh
=
solver
.
solve
(
mu
)[
0
]
utot
=
uh
-
uref
else
:
utot
=
solver
.
solve
(
mu
,
homogeneized
=
True
)[
0
]
uh
=
utot
+
uref
solver
.
plotmesh
()
print
(
solver
.
norm
(
uh
))
print
(
solver
.
norm
(
utot
))
solver
.
plot
(
uh
)
solver
.
plot
(
utot
,
name
=
'u_tot'
)
solver
.
plot
(
solver
.
residual
(
uh
,
mu
)[
0
],
'res'
)
solver
.
plot
(
solver
.
residual
(
utot
,
mu
,
homogeneized
=
True
)[
0
],
'res_tot'
)
###########
elif
testNo
==
4
:
solver
=
HCSPE
(
kappa
=
5
,
n
=
30
,
verbosity
=
verb
)
mu
=
10
uh
=
solver
.
solve
(
mu
)[
0
]
solver
.
plotmesh
()
print
(
solver
.
norm
(
uh
))
solver
.
plot
(
uh
)
solver
.
plot
(
solver
.
residual
(
uh
,
mu
)[
0
],
'res'
)
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