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Andreas Klöckner
grudge
Commits
8f553da5
Commit
8f553da5
authored
3 years ago
by
Andreas Klöckner
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Drop model tests from old symbolic tests
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...
...
@@ -21,7 +21,6 @@ THE SOFTWARE.
"""
import
numpy
as
np
import
numpy.linalg
as
la
from
meshmode
import
_acf
# noqa: F401
from
meshmode.dof_array
import
flatten
,
thaw
...
...
@@ -651,305 +650,6 @@ def test_surface_divergence_theorem(actx_factory, mesh_name, visualize=False):
# }}}
# {{{ models: advection
@pytest.mark.parametrize
((
"
mesh_name
"
,
"
mesh_pars
"
),
[
(
"
segment
"
,
[
8
,
16
,
32
]),
(
"
disk
"
,
[
0.1
,
0.05
]),
(
"
rect2
"
,
[
4
,
8
]),
(
"
rect3
"
,
[
4
,
6
]),
(
"
warped2
"
,
[
4
,
8
]),
])
@pytest.mark.parametrize
(
"
op_type
"
,
[
"
strong
"
,
"
weak
"
])
@pytest.mark.parametrize
(
"
flux_type
"
,
[
"
central
"
])
@pytest.mark.parametrize
(
"
order
"
,
[
3
,
4
,
5
])
# test: 'test_convergence_advec(cl._csc, "disk", [0.1, 0.05], "strong", "upwind", 3)'
def
test_convergence_advec
(
actx_factory
,
mesh_name
,
mesh_pars
,
op_type
,
flux_type
,
order
,
visualize
=
False
):
"""
Test whether 2D advection actually converges
"""
actx
=
actx_factory
()
from
pytools.convergence
import
EOCRecorder
eoc_rec
=
EOCRecorder
()
for
mesh_par
in
mesh_pars
:
if
mesh_name
==
"
segment
"
:
mesh
=
mgen
.
generate_box_mesh
(
[
np
.
linspace
(
-
1.0
,
1.0
,
mesh_par
)],
order
=
order
)
dim
=
1
dt_factor
=
1.0
elif
mesh_name
==
"
disk
"
:
pytest
.
importorskip
(
"
meshpy
"
)
from
meshpy.geometry
import
make_circle
,
GeometryBuilder
from
meshpy.triangle
import
MeshInfo
,
build
geob
=
GeometryBuilder
()
geob
.
add_geometry
(
*
make_circle
(
1
))
mesh_info
=
MeshInfo
()
geob
.
set
(
mesh_info
)
mesh_info
=
build
(
mesh_info
,
max_volume
=
mesh_par
)
from
meshmode.mesh.io
import
from_meshpy
mesh
=
from_meshpy
(
mesh_info
,
order
=
1
)
dim
=
2
dt_factor
=
4
elif
mesh_name
.
startswith
(
"
rect
"
):
dim
=
int
(
mesh_name
[
-
1
:])
mesh
=
mgen
.
generate_regular_rect_mesh
(
a
=
(
-
0.5
,)
*
dim
,
b
=
(
0.5
,)
*
dim
,
nelements_per_axis
=
(
mesh_par
,)
*
dim
,
order
=
4
)
if
dim
==
2
:
dt_factor
=
4
elif
dim
==
3
:
dt_factor
=
2
else
:
raise
ValueError
(
"
dt_factor not known for %dd
"
%
dim
)
elif
mesh_name
.
startswith
(
"
warped
"
):
dim
=
int
(
mesh_name
[
-
1
:])
mesh
=
mgen
.
generate_warped_rect_mesh
(
dim
,
order
=
order
,
nelements_side
=
mesh_par
)
if
dim
==
2
:
dt_factor
=
4
elif
dim
==
3
:
dt_factor
=
2
else
:
raise
ValueError
(
"
dt_factor not known for %dd
"
%
dim
)
else
:
raise
ValueError
(
"
invalid mesh name:
"
+
mesh_name
)
v
=
np
.
array
([
0.27
,
0.31
,
0.1
])[:
dim
]
norm_v
=
la
.
norm
(
v
)
def
f
(
x
):
return
sym
.
sin
(
10
*
x
)
def
u_analytic
(
x
):
return
f
(
-
v
.
dot
(
x
)
/
norm_v
+
sym
.
var
(
"
t
"
,
dof_desc
.
DD_SCALAR
)
*
norm_v
)
from
grudge.models.advection
import
(
StrongAdvectionOperator
,
WeakAdvectionOperator
)
from
meshmode.mesh
import
BTAG_ALL
discr
=
DiscretizationCollection
(
actx
,
mesh
,
order
=
order
)
op_class
=
{
"
strong
"
:
StrongAdvectionOperator
,
"
weak
"
:
WeakAdvectionOperator
,
}[
op_type
]
op
=
op_class
(
v
,
inflow_u
=
u_analytic
(
sym
.
nodes
(
dim
,
BTAG_ALL
)),
flux_type
=
flux_type
)
bound_op
=
bind
(
discr
,
op
.
sym_operator
())
u
=
bind
(
discr
,
u_analytic
(
sym
.
nodes
(
dim
)))(
actx
,
t
=
0
)
def
rhs
(
t
,
u
):
return
bound_op
(
t
=
t
,
u
=
u
)
if
dim
==
3
:
final_time
=
0.1
else
:
final_time
=
0.2
h_max
=
bind
(
discr
,
sym
.
h_max_from_volume
(
discr
.
ambient_dim
))(
actx
)
dt
=
dt_factor
*
h_max
/
order
**
2
nsteps
=
(
final_time
//
dt
)
+
1
dt
=
final_time
/
nsteps
+
1e-15
from
grudge.shortcuts
import
set_up_rk4
dt_stepper
=
set_up_rk4
(
"
u
"
,
dt
,
u
,
rhs
)
last_u
=
None
from
grudge.shortcuts
import
make_visualizer
vis
=
make_visualizer
(
discr
,
vis_order
=
order
)
step
=
0
for
event
in
dt_stepper
.
run
(
t_end
=
final_time
):
if
isinstance
(
event
,
dt_stepper
.
StateComputed
):
step
+=
1
logger
.
debug
(
"
[%04d] t = %.5f
"
,
step
,
event
.
t
)
last_t
=
event
.
t
last_u
=
event
.
state_component
if
visualize
:
vis
.
write_vtk_file
(
"
fld-%s-%04d.vtu
"
%
(
mesh_par
,
step
),
[(
"
u
"
,
event
.
state_component
)])
error_l2
=
bind
(
discr
,
sym
.
norm
(
2
,
sym
.
var
(
"
u
"
)
-
u_analytic
(
sym
.
nodes
(
dim
))))(
t
=
last_t
,
u
=
last_u
)
logger
.
info
(
"
h_max %.5e error %.5e
"
,
h_max
,
error_l2
)
eoc_rec
.
add_data_point
(
h_max
,
error_l2
)
logger
.
info
(
"
\n
%s
"
,
eoc_rec
.
pretty_print
(
abscissa_label
=
"
h
"
,
error_label
=
"
L2 Error
"
))
if
mesh_name
.
startswith
(
"
warped
"
):
# NOTE: curvilinear meshes are hard
assert
eoc_rec
.
order_estimate
()
>
order
-
0.5
else
:
assert
eoc_rec
.
order_estimate
()
>
order
# }}}
# {{{ models: maxwell
@pytest.mark.parametrize
(
"
order
"
,
[
3
,
4
,
5
])
def
test_convergence_maxwell
(
actx_factory
,
order
):
"""
Test whether 3D Maxwell
'
s actually converges
"""
actx
=
actx_factory
()
from
pytools.convergence
import
EOCRecorder
eoc_rec
=
EOCRecorder
()
dims
=
3
ns
=
[
4
,
6
,
8
]
for
n
in
ns
:
mesh
=
mgen
.
generate_regular_rect_mesh
(
a
=
(
0.0
,)
*
dims
,
b
=
(
1.0
,)
*
dims
,
nelements_per_axis
=
(
n
,)
*
dims
)
discr
=
DiscretizationCollection
(
actx
,
mesh
,
order
=
order
)
epsilon
=
1
mu
=
1
from
grudge.models.em
import
get_rectangular_cavity_mode
sym_mode
=
get_rectangular_cavity_mode
(
1
,
(
1
,
2
,
2
))
analytic_sol
=
bind
(
discr
,
sym_mode
)
fields
=
analytic_sol
(
actx
,
t
=
0
,
epsilon
=
epsilon
,
mu
=
mu
)
from
grudge.models.em
import
MaxwellOperator
op
=
MaxwellOperator
(
epsilon
,
mu
,
flux_type
=
0.5
,
dimensions
=
dims
)
op
.
check_bc_coverage
(
mesh
)
bound_op
=
bind
(
discr
,
op
.
sym_operator
())
def
rhs
(
t
,
w
):
return
bound_op
(
t
=
t
,
w
=
w
)
dt
=
0.002
final_t
=
dt
*
5
nsteps
=
int
(
final_t
/
dt
)
from
grudge.shortcuts
import
set_up_rk4
dt_stepper
=
set_up_rk4
(
"
w
"
,
dt
,
fields
,
rhs
)
logger
.
info
(
"
dt %.5e nsteps %5d
"
,
dt
,
nsteps
)
norm
=
bind
(
discr
,
sym
.
norm
(
2
,
sym
.
var
(
"
u
"
)))
step
=
0
for
event
in
dt_stepper
.
run
(
t_end
=
final_t
):
if
isinstance
(
event
,
dt_stepper
.
StateComputed
):
assert
event
.
component_id
==
"
w
"
esc
=
event
.
state_component
step
+=
1
logger
.
debug
(
"
[%04d] t = %.5e
"
,
step
,
event
.
t
)
sol
=
analytic_sol
(
actx
,
mu
=
mu
,
epsilon
=
epsilon
,
t
=
step
*
dt
)
vals
=
[
norm
(
u
=
(
esc
[
i
]
-
sol
[
i
]))
/
norm
(
u
=
sol
[
i
])
for
i
in
range
(
5
)]
# noqa E501
total_error
=
sum
(
vals
)
eoc_rec
.
add_data_point
(
1.0
/
n
,
total_error
)
logger
.
info
(
"
\n
%s
"
,
eoc_rec
.
pretty_print
(
abscissa_label
=
"
h
"
,
error_label
=
"
L2 Error
"
))
assert
eoc_rec
.
order_estimate
()
>
order
# }}}
# {{{ models: variable coefficient advection oversampling
@pytest.mark.parametrize
(
"
order
"
,
[
2
,
3
,
4
])
def
test_improvement_quadrature
(
actx_factory
,
order
):
"""
Test whether quadrature improves things and converges
"""
from
grudge.models.advection
import
VariableCoefficientAdvectionOperator
from
pytools.convergence
import
EOCRecorder
from
meshmode.discretization.poly_element
import
QuadratureSimplexGroupFactory
actx
=
actx_factory
()
dims
=
2
sym_nds
=
sym
.
nodes
(
dims
)
advec_v
=
flat_obj_array
(
-
1
*
sym_nds
[
1
],
sym_nds
[
0
])
flux
=
"
upwind
"
op
=
VariableCoefficientAdvectionOperator
(
advec_v
,
0
,
flux_type
=
flux
)
def
gaussian_mode
():
source_width
=
0.1
sym_x
=
sym
.
nodes
(
2
)
return
sym
.
exp
(
-
np
.
dot
(
sym_x
,
sym_x
)
/
source_width
**
2
)
def
conv_test
(
descr
,
use_quad
):
logger
.
info
(
"
-
"
*
75
)
logger
.
info
(
descr
)
logger
.
info
(
"
-
"
*
75
)
eoc_rec
=
EOCRecorder
()
ns
=
[
20
,
25
]
for
n
in
ns
:
mesh
=
mgen
.
generate_regular_rect_mesh
(
a
=
(
-
0.5
,)
*
dims
,
b
=
(
0.5
,)
*
dims
,
nelements_per_axis
=
(
n
,)
*
dims
,
order
=
order
)
if
use_quad
:
discr_tag_to_group_factory
=
{
"
product
"
:
QuadratureSimplexGroupFactory
(
order
=
4
*
order
)
}
else
:
discr_tag_to_group_factory
=
{
"
product
"
:
None
}
discr
=
DiscretizationCollection
(
actx
,
mesh
,
order
=
order
,
discr_tag_to_group_factory
=
discr_tag_to_group_factory
)
bound_op
=
bind
(
discr
,
op
.
sym_operator
())
fields
=
bind
(
discr
,
gaussian_mode
())(
actx
,
t
=
0
)
norm
=
bind
(
discr
,
sym
.
norm
(
2
,
sym
.
var
(
"
u
"
)))
esc
=
bound_op
(
u
=
fields
)
total_error
=
norm
(
u
=
esc
)
eoc_rec
.
add_data_point
(
1.0
/
n
,
total_error
)
logger
.
info
(
"
\n
%s
"
,
eoc_rec
.
pretty_print
(
abscissa_label
=
"
h
"
,
error_label
=
"
L2 Error
"
))
return
eoc_rec
.
order_estimate
(),
np
.
array
([
x
[
1
]
for
x
in
eoc_rec
.
history
])
eoc
,
errs
=
conv_test
(
"
no quadrature
"
,
False
)
q_eoc
,
q_errs
=
conv_test
(
"
with quadrature
"
,
True
)
assert
q_eoc
>
eoc
assert
(
q_errs
<
errs
).
all
()
assert
q_eoc
>
order
-
0.1
# }}}
# {{{ operator collector determinism
def
test_op_collector_order_determinism
():
...
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