ffc team mailing list archive
-
ffc team
-
Mailing list archive
-
Message #03534
Regression test update
It keeps getting better. Here are the current tests that fail.
Generating code (33 form files found)
-------------------------------------
ElementRestriction.ufl failed
QuadratureElement.ufl
Validating generated programs (31 programs found)
-------------------------------------------------
MixedPoisson.out differs
evaluate_basis_derivatives
interpolate_vertex_values
P5tet.out differs
round-off errors
P5tri.out differs
round-off errors
SubDomain.out differs
changed behavior
VectorLaplaceGradCurl.out differs
evaluate_basis_derivatives
interpolate_vertex_values
I think P5tri, P5tet and SubDomain can be safely ignored. Can the
others also be ignored?
I've attached error.log.
--
Anders
This is FFC, the FEniCS Form Compiler, version 0.7.1.
For further information, visit http://www.fenics.org/ffc/.
Compiling form ElementRestriction
Compiler stage 1: Analyzing form(s)
-----------------------------------
Name: a
Rank: 2
Cell: <triangle of degree 1>
Topological dimension: 2
Geometric dimension: 2
Number of facets: 3
Number of coefficients: 0
Number of cell domains: 0
Number of exterior facet domains: 1
Number or interior facet domains: 1
Number of macro cell domains: 0
Number of surface domains: 0
Arguments: [v_0, v_1]
Coefficients: []
Argument names: [v_r, u_r]
Coefficient names: []
Unique elements: <CG4>|_{<interval of degree 1>}
Unique sub elements: <CG4>|_{<interval of degree 1>}
Extracting monomial form representation from UFL form
Transforming monomial form to reference element
Creating RestrictedElement
input: <<CG4 on a <triangle of degree 1>>>|_{<interval of degree 1>}
element: <CG4 on a <triangle of degree 1>>
Monomial extraction failed: __init__() takes exactly 3 arguments (2 given)
Estimated cost of tensor representation: -1
representation: auto --> quadrature
quadrature_degree: auto --> 8
Extracting monomial form representation from UFL form
Transforming monomial form to reference element
Creating RestrictedElement
input: <<CG4 on a <triangle of degree 1>>>|_{<interval of degree 1>}
element: <CG4 on a <triangle of degree 1>>
Reusing element from cache
Monomial extraction failed: __init__() takes exactly 3 arguments (2 given)
Estimated cost of tensor representation: -1
representation: auto --> quadrature
quadrature_degree: auto --> 8
Compiler stage 1 finished in 0.0761359 seconds.
Compiler stage 2: Computing intermediate representation
-------------------------------------------------------
Computing representation of 1 elements
Creating RestrictedElement
input: <<CG4 on a <triangle of degree 1>>>|_{<interval of degree 1>}
element: <CG4 on a <triangle of degree 1>>
Reusing element from cache
Traceback (most recent call last):
File "/home/logg/scratch/lib/fenics-dev/bin/ffc", line 167, in <module>
sys.exit(main(sys.argv[1:]))
File "/home/logg/scratch/lib/fenics-dev/bin/ffc", line 149, in main
compile_form(ufd.forms, ufd.object_names, prefix, options)
File "/home/logg/scratch/lib/fenics-dev/lib/python2.6/site-packages/ffc/compiler.py", line 140, in compile_form
ir = compute_ir(analysis, options)
File "/home/logg/scratch/lib/fenics-dev/lib/python2.6/site-packages/ffc/representation.py", line 53, in compute_ir
ir_elements = [_compute_element_ir(e, i, element_map) for (i, e) in enumerate(elements)]
File "/home/logg/scratch/lib/fenics-dev/lib/python2.6/site-packages/ffc/representation.py", line 76, in _compute_element_ir
element = create_element(ufl_element)
File "/home/logg/scratch/lib/fenics-dev/lib/python2.6/site-packages/ffc/fiatinterface.py", line 65, in create_element
element = FFCRestrictedElement(create_element(ufl_element.element()))
TypeError: __init__() takes exactly 3 arguments (2 given)
This is FFC, the FEniCS Form Compiler, version 0.7.1.
For further information, visit http://www.fenics.org/ffc/.
Compiling form QuadratureElement
Compiler stage 1: Analyzing form(s)
-----------------------------------
Name: a
Rank: 2
Cell: <triangle of degree 1>
Topological dimension: 2
Geometric dimension: 2
Number of facets: 3
Number of coefficients: 2
Number of cell domains: 1
Number of exterior facet domains: 0
Number or interior facet domains: 0
Number of macro cell domains: 0
Number of surface domains: 0
Arguments: [v_0, v_1]
Coefficients: [w_0, w_1]
Argument names: [v, u]
Coefficient names: [u0, C]
Unique elements: CG2, Q3
Unique sub elements: CG2, Q3
Extracting monomial form representation from UFL form
Transforming monomial form to reference element
Reusing element from cache
Reusing element from cache
Reusing element from cache
Reusing element from cache
Reusing element from cache
Estimated cost of tensor representation: 4
representation: auto --> quadrature
quadrature_degree: auto --> 3
Name: a
Rank: 1
Cell: <triangle of degree 1>
Topological dimension: 2
Geometric dimension: 2
Number of facets: 3
Number of coefficients: 2
Number of cell domains: 1
Number of exterior facet domains: 0
Number or interior facet domains: 0
Number of macro cell domains: 0
Number of surface domains: 0
Arguments: [v_0]
Coefficients: [w_0, w_1]
Argument names: [v]
Coefficient names: [sig0, f]
Unique elements: CG2, Vector<2 x Q3>
Unique sub elements: CG2, Vector<2 x Q3>, Q3
Extracting monomial form representation from UFL form
Transforming monomial form to reference element
Reusing element from cache
Reusing element from cache
Estimated cost of tensor representation: 1
representation: auto --> tensor
quadrature_degree: auto --> 4
Extracting monomial form representation from UFL form
Transforming monomial form to reference element
Reusing element from cache
Reusing element from cache
Reusing element from cache
Estimated cost of tensor representation: 2
representation: auto --> tensor
quadrature_degree: auto --> 4
Compiler stage 1 finished in 0.044625 seconds.
Compiler stage 2: Computing intermediate representation
-------------------------------------------------------
Computing representation of 3 elements
Reusing element from cache
Reusing element from cache
Reusing element from cache
Reusing element from cache
Reusing element from cache
Computing representation of 3 dofmaps
Reusing element from cache
Reusing element from cache
Reusing element from cache
Computing representation of integrals
Reusing element from cache
Reusing element from cache
Computing tensor representation
Extracting monomial form representation from UFL form
Reusing monomial integrand from cache
Reusing monomial integrand from cache
Transforming monomial form to reference element
Precomputing integrals on reference element
Reusing element from cache
36 entries computed in 0.00443 seconds
Shape of reference tensor: (6, 6)
Primary multi index: rank = 1 dims = [6] indices = [[0], [1], [2], [3], [4], [5]]
Secondary multi index: rank = 1 dims = [6] indices = [[0], [1], [2], [3], [4], [5]]
Internal multi index: rank = 0 dims = [] indices = [[]]
Secondary multi index: rank = 1 dims = [6] indices = [[0], [1], [2], [3], [4], [5]]
External multi index: rank = 0 dims = [] indices = [[]]
Precomputing integrals on reference element
Reusing element from cache
Reusing element from cache
points:
[[ 0.10271765 0.08858796]
[ 0.06655407 0.40946686]
[ 0.02393113 0.78765946]
[ 0.45570602 0.08858796]
[ 0.29526657 0.40946686]
[ 0.10617027 0.78765946]
[ 0.80869439 0.08858796]
[ 0.52397907 0.40946686]
[ 0.18840941 0.78765946]]
quad points:
[[ 0.17855873 0.15505103]
[ 0.07503111 0.64494897]
[ 0.66639025 0.15505103]
[ 0.28001992 0.64494897]]
Points must be equal to coordinates of quadrature points
Traceback (most recent call last):
File "/home/logg/scratch/lib/fenics-dev/bin/ffc", line 167, in <module>
sys.exit(main(sys.argv[1:]))
File "/home/logg/scratch/lib/fenics-dev/bin/ffc", line 149, in main
compile_form(ufd.forms, ufd.object_names, prefix, options)
File "/home/logg/scratch/lib/fenics-dev/lib/python2.6/site-packages/ffc/compiler.py", line 140, in compile_form
ir = compute_ir(analysis, options)
File "/home/logg/scratch/lib/fenics-dev/lib/python2.6/site-packages/ffc/representation.py", line 61, in compute_ir
irs = [_compute_integral_ir(f, d, i) for (i, (f, d)) in enumerate(form_and_data)]
File "/home/logg/scratch/lib/fenics-dev/lib/python2.6/site-packages/ffc/representation.py", line 157, in _compute_integral_ir
form_id)
File "/home/logg/scratch/lib/fenics-dev/lib/python2.6/site-packages/ffc/tensor/tensorrepresentation.py", line 60, in compute_integral_ir
ir["AK"] = _compute_terms(monomial_form, None, None, domain_type, quadrature_degree)
File "/home/logg/scratch/lib/fenics-dev/lib/python2.6/site-packages/ffc/tensor/tensorrepresentation.py", line 99, in _compute_terms
quadrature_degree)
File "/home/logg/scratch/lib/fenics-dev/lib/python2.6/site-packages/ffc/tensor/referencetensor.py", line 28, in __init__
self.A0 = integrate(monomial, domain_type, facet0, facet1, quadrature_order)
File "/home/logg/scratch/lib/fenics-dev/lib/python2.6/site-packages/ffc/tensor/monomialintegration.py", line 47, in integrate
table = _init_table(monomial.arguments, domain_type, points, facet0, facet1)
File "/home/logg/scratch/lib/fenics-dev/lib/python2.6/site-packages/ffc/tensor/monomialintegration.py", line 101, in _init_table
table[(ufl_element, None)] = fiat_element.tabulate(order, points)
File "/home/logg/scratch/lib/fenics-dev/lib/python2.6/site-packages/ffc/mixedelement.py", line 77, in tabulate
table = element.tabulate(order, points)
File "/home/logg/scratch/lib/fenics-dev/lib/python2.6/site-packages/ffc/quadratureelement.py", line 104, in tabulate
error("Points must be equal to coordinates of quadrature points")
File "<string>", line 1, in <lambda>
File "/home/logg/scratch/lib/fenics-dev/lib/python2.6/site-packages/ufl/log.py", line 124, in error
raise UFLException(self._format_raw(*message))
ufl.log.UFLException: Points must be equal to coordinates of quadrature points
Output differs for MixedPoisson.out, diff follows
-------------------------------------------------
17_evaluate_basis_derivatives_0_1: values differ
old = -7.913655346 2.431303751 16.51856372 2.455140062 0 0
new = -19.4265937 -6.888693961 -2.292576419 -1.855895197 0 0
20_evaluate_basis_derivatives_1_1: values differ
old = 2.455140062 -2.431303751 -16.51856372 -7.913655346 0 0
new = 9.713296848 3.44434698 4.585152838 3.711790393 0 0
23_evaluate_basis_derivatives_2_1: values differ
old = -4.850689346 -12.76434469 -0.7508438054 10.30920463 0 0
new = 32.79876433 20.83293606 2.292576419 1.855895197 0 0
26_evaluate_basis_derivatives_3_1: values differ
old = 10.30920463 12.76434469 0.7508438054 -4.850689346 0 0
new = -23.08546748 -17.38858908 -4.585152838 -3.711790393 0 0
29_evaluate_basis_derivatives_4_1: values differ
old = 5.601533152 -3.003375222 0.7865982723 -11.06004844 0 0
new = 9.713296848 3.44434698 -2.620087336 5.021834061 0 0
32_evaluate_basis_derivatives_5_1: values differ
old = -11.06004844 3.003375222 -0.7865982723 5.601533152 0 0
new = -19.4265937 -6.888693961 4.912663755 -3.165938865 0 0
48_interpolate_vertex_values: values differ
old = 0.5978556041 1.029605822 4.5872 -0.9469112082 3.563988355 4.5872 1.739816594 7.081191266 4.5872
new = 0.3289240175 1.361815429 4.5872 0.5608477438 1.701462591 4.5872 0.7608949054 3.050055313 4.5872
62_evaluate_basis_derivatives_0_1: values differ
old = -7.913655346 2.431303751 16.51856372 2.455140062
new = -19.4265937 -6.888693961 -2.292576419 -1.855895197
65_evaluate_basis_derivatives_1_1: values differ
old = 2.455140062 -2.431303751 -16.51856372 -7.913655346
new = 9.713296848 3.44434698 4.585152838 3.711790393
68_evaluate_basis_derivatives_2_1: values differ
old = -4.850689346 -12.76434469 -0.7508438054 10.30920463
new = 32.79876433 20.83293606 2.292576419 1.855895197
71_evaluate_basis_derivatives_3_1: values differ
old = 10.30920463 12.76434469 0.7508438054 -4.850689346
new = -23.08546748 -17.38858908 -4.585152838 -3.711790393
74_evaluate_basis_derivatives_4_1: values differ
old = 5.601533152 -3.003375222 0.7865982723 -11.06004844
new = 9.713296848 3.44434698 -2.620087336 5.021834061
77_evaluate_basis_derivatives_5_1: values differ
old = -11.06004844 3.003375222 -0.7865982723 5.601533152
new = -19.4265937 -6.888693961 4.912663755 -3.165938865
89_interpolate_vertex_values: values differ
old = 0.5978556041 1.029605822 -0.9469112082 3.563988355 1.739816594 7.081191266
new = 0.3289240175 1.361815429 0.5608477438 1.701462591 0.7608949054 3.050055313
119_evaluate_basis_derivatives_0_1: values differ
old = -7.913655346 2.431303751 16.51856372 2.455140062 0 0
new = -19.4265937 -6.888693961 -2.292576419 -1.855895197 0 0
122_evaluate_basis_derivatives_1_1: values differ
old = 2.455140062 -2.431303751 -16.51856372 -7.913655346 0 0
new = 9.713296848 3.44434698 4.585152838 3.711790393 0 0
125_evaluate_basis_derivatives_2_1: values differ
old = -4.850689346 -12.76434469 -0.7508438054 10.30920463 0 0
new = 32.79876433 20.83293606 2.292576419 1.855895197 0 0
128_evaluate_basis_derivatives_3_1: values differ
old = 10.30920463 12.76434469 0.7508438054 -4.850689346 0 0
new = -23.08546748 -17.38858908 -4.585152838 -3.711790393 0 0
131_evaluate_basis_derivatives_4_1: values differ
old = 5.601533152 -3.003375222 0.7865982723 -11.06004844 0 0
new = 9.713296848 3.44434698 -2.620087336 5.021834061 0 0
134_evaluate_basis_derivatives_5_1: values differ
old = -11.06004844 3.003375222 -0.7865982723 5.601533152 0 0
new = -19.4265937 -6.888693961 4.912663755 -3.165938865 0 0
150_interpolate_vertex_values: values differ
old = 0.5978556041 1.029605822 4.5872 -0.9469112082 3.563988355 4.5872 1.739816594 7.081191266 4.5872
new = 0.3289240175 1.361815429 4.5872 0.5608477438 1.701462591 4.5872 0.7608949054 3.050055313 4.5872
164_evaluate_basis_derivatives_0_1: values differ
old = -7.913655346 2.431303751 16.51856372 2.455140062
new = -19.4265937 -6.888693961 -2.292576419 -1.855895197
167_evaluate_basis_derivatives_1_1: values differ
old = 2.455140062 -2.431303751 -16.51856372 -7.913655346
new = 9.713296848 3.44434698 4.585152838 3.711790393
170_evaluate_basis_derivatives_2_1: values differ
old = -4.850689346 -12.76434469 -0.7508438054 10.30920463
new = 32.79876433 20.83293606 2.292576419 1.855895197
173_evaluate_basis_derivatives_3_1: values differ
old = 10.30920463 12.76434469 0.7508438054 -4.850689346
new = -23.08546748 -17.38858908 -4.585152838 -3.711790393
176_evaluate_basis_derivatives_4_1: values differ
old = 5.601533152 -3.003375222 0.7865982723 -11.06004844
new = 9.713296848 3.44434698 -2.620087336 5.021834061
179_evaluate_basis_derivatives_5_1: values differ
old = -11.06004844 3.003375222 -0.7865982723 5.601533152
new = -19.4265937 -6.888693961 4.912663755 -3.165938865
191_interpolate_vertex_values: values differ
old = 0.5978556041 1.029605822 -0.9469112082 3.563988355 1.739816594 7.081191266
new = 0.3289240175 1.361815429 0.5608477438 1.701462591 0.7608949054 3.050055313
410_evaluate_basis_derivatives_0_1: values differ
old = -7.913655346 2.431303751 16.51856372 2.455140062 0 0
new = -19.4265937 -6.888693961 -2.292576419 -1.855895197 0 0
413_evaluate_basis_derivatives_1_1: values differ
old = 2.455140062 -2.431303751 -16.51856372 -7.913655346 0 0
new = 9.713296848 3.44434698 4.585152838 3.711790393 0 0
416_evaluate_basis_derivatives_2_1: values differ
old = -4.850689346 -12.76434469 -0.7508438054 10.30920463 0 0
new = 32.79876433 20.83293606 2.292576419 1.855895197 0 0
419_evaluate_basis_derivatives_3_1: values differ
old = 10.30920463 12.76434469 0.7508438054 -4.850689346 0 0
new = -23.08546748 -17.38858908 -4.585152838 -3.711790393 0 0
422_evaluate_basis_derivatives_4_1: values differ
old = 5.601533152 -3.003375222 0.7865982723 -11.06004844 0 0
new = 9.713296848 3.44434698 -2.620087336 5.021834061 0 0
425_evaluate_basis_derivatives_5_1: values differ
old = -11.06004844 3.003375222 -0.7865982723 5.601533152 0 0
new = -19.4265937 -6.888693961 4.912663755 -3.165938865 0 0
441_interpolate_vertex_values: values differ
old = 0.5978556041 1.029605822 4.5872 -0.9469112082 3.563988355 4.5872 1.739816594 7.081191266 4.5872
new = 0.3289240175 1.361815429 4.5872 0.5608477438 1.701462591 4.5872 0.7608949054 3.050055313 4.5872
455_evaluate_basis_derivatives_0_1: values differ
old = -7.913655346 2.431303751 16.51856372 2.455140062
new = -19.4265937 -6.888693961 -2.292576419 -1.855895197
458_evaluate_basis_derivatives_1_1: values differ
old = 2.455140062 -2.431303751 -16.51856372 -7.913655346
new = 9.713296848 3.44434698 4.585152838 3.711790393
461_evaluate_basis_derivatives_2_1: values differ
old = -4.850689346 -12.76434469 -0.7508438054 10.30920463
new = 32.79876433 20.83293606 2.292576419 1.855895197
464_evaluate_basis_derivatives_3_1: values differ
old = 10.30920463 12.76434469 0.7508438054 -4.850689346
new = -23.08546748 -17.38858908 -4.585152838 -3.711790393
467_evaluate_basis_derivatives_4_1: values differ
old = 5.601533152 -3.003375222 0.7865982723 -11.06004844
new = 9.713296848 3.44434698 -2.620087336 5.021834061
470_evaluate_basis_derivatives_5_1: values differ
old = -11.06004844 3.003375222 -0.7865982723 5.601533152
new = -19.4265937 -6.888693961 4.912663755 -3.165938865
482_interpolate_vertex_values: values differ
old = 0.5978556041 1.029605822 -0.9469112082 3.563988355 1.739816594 7.081191266
new = 0.3289240175 1.361815429 0.5608477438 1.701462591 0.7608949054 3.050055313
Output differs for P5tet.out, diff follows
------------------------------------------
3_evaluate_basis:_0: values differ
old = -0.02324530213
new = -0.02324530216
23_evaluate_basis:_20: values differ
old = 0.07964154777
new = 0.07964154776
60_evaluate_basis_derivatives_0_0: values differ
old = -0.02324530213
new = -0.02324530216
61_evaluate_basis_derivatives_0_1: values differ
old = -0.2028426148 0.5449272681 -0.1160864888
new = -0.2028426147 0.5449272682 -0.1160864888
62_evaluate_basis_derivatives_0_2: values differ
old = 1.806266505 -4.852451113 1.033723297 -4.852451114 13.03588465 -2.777049649 1.033723297 -2.777049648 0.5915981122
new = 1.806266505 -4.852451114 1.033723296 -4.852451114 13.03588465 -2.777049648 1.033723297 -2.777049648 0.5915981118
67_evaluate_basis_derivatives_2_1: values differ
old = 0.002130782899 -0.1042230766 0.1171004167
new = 0.002130782896 -0.1042230766 0.1171004167
68_evaluate_basis_derivatives_2_2: values differ
old = -0.005418471705 0.265033942 -0.297780358 0.265033942 -12.96361673 14.5653436 -0.2977803579 14.5653436 -16.36497272
new = -0.005418471681 0.265033942 -0.2977803579 0.265033942 -12.96361673 14.5653436 -0.2977803579 14.5653436 -16.36497272
74_evaluate_basis_derivatives_4_2: values differ
old = 0.09436423993 -4.059492741 4.571238928 -4.059492741 171.3591838 -193.0291703 4.571238928 -193.0291703 217.4380862
new = 0.09436423987 -4.059492741 4.571238928 -4.059492741 171.3591838 -193.0291703 4.571238928 -193.0291703 217.4380862
76_evaluate_basis_derivatives_5_1: values differ
old = -4.84026853 1.650831557 -6.15536988
new = -4.84026853 1.650831557 -6.155369879
77_evaluate_basis_derivatives_5_2: values differ
old = 4.278024172 18.3199053 -16.42061055 18.3199053 -1097.057252 1228.928457 -16.42061055 1228.928457 -1372.981473
new = 4.278024172 18.3199053 -16.42061055 18.31990531 -1097.057252 1228.928457 -16.42061055 1228.928457 -1372.981473
80_evaluate_basis_derivatives_6_2: values differ
old = -77.32477007 81.05850613 -158.776301 81.05850613 4613.09169 -5026.154257 -158.776301 -5026.154257 5413.16012
new = -77.32477007 81.05850612 -158.776301 81.05850612 4613.09169 -5026.154257 -158.776301 -5026.154257 5413.16012
100_evaluate_basis_derivatives_13_1: values differ
old = -24.80731885 53.87500503 -148.5819515
new = -24.80731885 53.87500504 -148.5819515
104_evaluate_basis_derivatives_14_2: values differ
old = 0.9974950945 20.50297501 -17.77432538 20.50297501 -1054.111462 1180.461154 -17.77432537 1180.461154 -1302.692512
new = 0.9974950946 20.50297501 -17.77432537 20.50297501 -1054.111462 1180.461154 -17.77432537 1180.461154 -1302.692512
107_evaluate_basis_derivatives_15_2: values differ
old = -0.07490912281 3.356687443 -3.794763587 3.356687443 -149.1525835 168.7227837 -3.794763587 168.7227837 -190.8520381
new = -0.07490912296 3.356687443 -3.794763587 3.356687443 -149.1525835 168.7227837 -3.794763587 168.7227837 -190.8520381
110_evaluate_basis_derivatives_16_2: values differ
old = 190.5582517 -585.889032 106.7448204 -585.889032 1772.662214 -329.093983 106.7448204 -329.093983 59.76710144
new = 190.5582517 -585.889032 106.7448204 -585.889032 1772.662214 -329.093983 106.7448204 -329.093983 59.76710145
120_evaluate_basis_derivatives_20_0: values differ
old = 0.07964154777
new = 0.07964154776
121_evaluate_basis_derivatives_20_1: values differ
old = 1.205047249 -1.967801019 -0.8038857968
new = 1.205047249 -1.96780102 -0.8038857967
122_evaluate_basis_derivatives_20_2: values differ
old = 9.599223379 -6.141410243 -17.61986022 -6.141410243 -36.28068315 58.57857139 -17.61986023 58.57857139 -23.31162224
new = 9.599223379 -6.141410243 -17.61986022 -6.141410243 -36.28068315 58.57857139 -17.61986022 58.57857139 -23.31162224
124_evaluate_basis_derivatives_21_1: values differ
old = -1.291274798 2.296052261 0.6408850524
new = -1.291274798 2.296052261 0.6408850525
125_evaluate_basis_derivatives_21_2: values differ
old = -4.312885299 3.190227558 7.409553059 3.190227558 94.54346354 -119.4846637 7.409553058 -119.4846637 121.3925259
new = -4.312885299 3.190227557 7.409553058 3.190227558 94.54346354 -119.4846637 7.409553058 -119.4846637 121.3925259
127_evaluate_basis_derivatives_22_1: values differ
old = 0.739012293 -1.723643076 0.1150776844
new = 0.739012293 -1.723643076 0.1150776845
128_evaluate_basis_derivatives_22_2: values differ
old = 0.9438961609 0.4122803351 -2.928061046 0.4122803353 -111.0321583 129.5589901 -2.928061046 129.5589901 -144.8438303
new = 0.9438961607 0.4122803353 -2.928061046 0.4122803352 -111.0321583 129.5589901 -2.928061046 129.5589901 -144.8438303
131_evaluate_basis_derivatives_23_2: values differ
old = 0.01527992268 -0.9961912137 1.132441628 -0.9961912137 60.89648992 -69.06455206 1.132441628 -69.06455206 78.3213888
new = 0.01527992257 -0.9961912138 1.132441628 -0.9961912137 60.89648992 -69.06455206 1.132441628 -69.06455206 78.3213888
149_evaluate_basis_derivatives_29_2: values differ
old = -114.9092426 10.53998597 -312.3879421 10.53998598 17199.73491 -18417.02559 -312.3879421 -18417.02559 19057.95491
new = -114.9092426 10.53998598 -312.3879421 10.53998598 17199.73491 -18417.02559 -312.3879421 -18417.02559 19057.95491
151_evaluate_basis_derivatives_30_1: values differ
old = 7.258534713 -0.8635543009 15.35981032
new = 7.258534713 -0.863554301 15.35981032
164_evaluate_basis_derivatives_34_2: values differ
old = 47.835254 328.3526456 -632.5293696 328.3526456 -2715.99142 2308.040281 -632.5293696 2308.040281 -717.3584584
new = 47.83525401 328.3526456 -632.5293696 328.3526456 -2715.99142 2308.040281 -632.5293696 2308.040281 -717.3584584
169_evaluate_basis_derivatives_36_1: values differ
old = 0.5233993432 -4.683230313 -2.266370539
new = 0.5233993431 -4.683230313 -2.266370539
170_evaluate_basis_derivatives_36_2: values differ
old = -4.703279466 24.27858409 -23.78384966 24.27858409 -902.2195861 1012.066741 -23.78384966 1012.066741 -1125.818926
new = -4.703279465 24.27858409 -23.78384966 24.27858409 -902.2195861 1012.066741 -23.78384966 1012.066741 -1125.818926
199_evaluate_basis_derivatives_46_1: values differ
old = -30.56721815 -6.000994309 109.1531594
new = -30.56721815 -6.00099431 109.1531594
209_evaluate_basis_derivatives_49_2: values differ
old = 0.3595648729 52.06143104 -101.8054391 52.06143104 -1779.065355 1991.209944 -101.8054391 1991.209944 -2015.293839
new = 0.359564873 52.06143104 -101.8054391 52.06143104 -1779.065355 1991.209944 -101.8054391 1991.209944 -2015.293839
211_evaluate_basis_derivatives_50_1: values differ
old = -0.2131001942 -13.79200987 121.8823919
new = -0.2131001944 -13.79200987 121.8823919
Output differs for P5tri.out, diff follows
------------------------------------------
27_evaluate_basis_derivatives_0_2: values differ
old = 6.834433587 -143.5231053 -143.5231053 3013.985212
new = 6.834433586 -143.5231053 -143.5231053 3013.985212
Output differs for SubDomain.out, diff follows
----------------------------------------------
75_tabulate_tensor: values differ
old = 0
new = 0.006848333333
76_tabulate_tensor: missing value in generated code
77_tabulate_tensor: missing value in generated code
78_tabulate_tensor_0: missing value in generated code
79_tabulate_tensor_1: missing value in generated code
80_tabulate_tensor_2: missing value in generated code
81_tabulate_tensor_3: missing value in generated code
82_tabulate_tensor_0: missing value in generated code
83_tabulate_tensor_1: missing value in generated code
84_tabulate_tensor_2: missing value in generated code
85_tabulate_tensor_3: missing value in generated code
86_tabulate_tensor_0: missing value in generated code
87_tabulate_tensor_1: missing value in generated code
88_tabulate_tensor_2: missing value in generated code
89_tabulate_tensor_3: missing value in generated code
90_tabulate_tensor_0: missing value in generated code
91_tabulate_tensor_1: missing value in generated code
92_tabulate_tensor_2: missing value in generated code
93_tabulate_tensor_3: missing value in generated code
94_tabulate_tensor_0: missing value in generated code
95_tabulate_tensor_1: missing value in generated code
96_tabulate_tensor_2: missing value in generated code
97_tabulate_tensor_3: missing value in generated code
98_tabulate_tensor_0: missing value in generated code
99_tabulate_tensor_1: missing value in generated code
100_tabulate_tensor_2: missing value in generated code
101_tabulate_tensor_3: missing value in generated code
Output differs for VectorLaplaceGradCurl.out, diff follows
----------------------------------------------------------
32_evaluate_basis_derivatives_4_1: values differ
old = 0 0 0 0 -2.311998053 2.555366269 2.311998053 0 2.068629837 -2.555366269 -2.068629837 0
new = 0 0 0 0 0 0 1.681674373 0.3528839134 1.11462643 -0.02798734485 1.368946216 -1.538087126
35_evaluate_basis_derivatives_5_1: values differ
old = 0 0 0 0 -1.581893405 -2.677050377 1.581893405 0 0.4867364322 2.677050377 -0.4867364322 0
new = 0 0 0 -0.3536598013 1.992832691 1.906421871 0 0 0 0.9101971283 1.131662205 2.195181309
38_evaluate_basis_derivatives_6_1: values differ
old = 0 0 0 0 -1.277683135 1.338525189 1.277683135 0 4.745680214 -1.338525189 -4.745680214 0
new = 0 0 0 -2.522774533 -2.385107725 0.4526032848 0.9101971283 1.131662205 2.195181309 0 0 0
41_evaluate_basis_derivatives_7_1: values differ
old = 0 0 0 0 3.893891458 0.1216841081 -3.893891458 0 -2.555366269 -0.1216841081 2.555366269 0
new = 0 0 0 0.3536598013 -1.992832691 -1.906421871 -1.681674373 -0.3528839134 -1.11462643 -0.8822097834 -2.500608421 -0.6570941835
44_evaluate_basis_derivatives_8_1: values differ
old = 0 0 0 0 -1.034314918 1.216841081 1.034314918 0 -2.677050377 -1.216841081 2.677050377 0
new = 0 0 0 2.522774533 2.385107725 -0.4526032848 0.7714772451 -0.7787782916 -1.08055488 -0.02798734485 1.368946216 -1.538087126
47_evaluate_basis_derivatives_9_1: values differ
old = 0 0 0 0 -2.859576539 -1.338525189 2.859576539 0 5.232416646 1.338525189 -5.232416646 0
new = 0 0 0 -2.876434334 -0.3922750344 2.359025155 0.9101971283 1.131662205 2.195181309 0.9101971283 1.131662205 2.195181309
63_interpolate_vertex_values: values differ
old = 0.1377 4.90899494 8.038016432 17.78250994 0.353248 -0.8866958676 4.006355262 17.05293841 0.145236 -14.19077424 -15.12601912 -27.29501766 0.044352 -4.426562821 3.549091365 -12.18973548
new = 0.1377 4.90899494 8.038016432 17.78250994 0.353248 -0.8866958676 4.006355262 17.05293841 0.145236 6.208865514 10.23716934 21.9041135 0.044352 1.750475586 3.64009276 10.65821524
107_evaluate_basis_derivatives_0_1: values differ
old = 0 -2.311998053 2.555366269 2.311998053 0 2.068629837 -2.555366269 -2.068629837 0
new = 0 0 0 1.681674373 0.3528839134 1.11462643 -0.02798734485 1.368946216 -1.538087126
110_evaluate_basis_derivatives_1_1: values differ
old = 0 -1.581893405 -2.677050377 1.581893405 0 0.4867364322 2.677050377 -0.4867364322 0
new = -0.3536598013 1.992832691 1.906421871 0 0 0 0.9101971283 1.131662205 2.195181309
113_evaluate_basis_derivatives_2_1: values differ
old = 0 -1.277683135 1.338525189 1.277683135 0 4.745680214 -1.338525189 -4.745680214 0
new = -2.522774533 -2.385107725 0.4526032848 0.9101971283 1.131662205 2.195181309 0 0 0
116_evaluate_basis_derivatives_3_1: values differ
old = 0 3.893891458 0.1216841081 -3.893891458 0 -2.555366269 -0.1216841081 2.555366269 0
new = 0.3536598013 -1.992832691 -1.906421871 -1.681674373 -0.3528839134 -1.11462643 -0.8822097834 -2.500608421 -0.6570941835
119_evaluate_basis_derivatives_4_1: values differ
old = 0 -1.034314918 1.216841081 1.034314918 0 -2.677050377 -1.216841081 2.677050377 0
new = 2.522774533 2.385107725 -0.4526032848 0.7714772451 -0.7787782916 -1.08055488 -0.02798734485 1.368946216 -1.538087126
122_evaluate_basis_derivatives_5_1: values differ
old = 0 -2.859576539 -1.338525189 2.859576539 0 5.232416646 1.338525189 -5.232416646 0
new = -2.876434334 -0.3922750344 2.359025155 0.9101971283 1.131662205 2.195181309 0.9101971283 1.131662205 2.195181309
134_interpolate_vertex_values: values differ
old = 1.697682374 2.774175271 7.432861035 -0.7228361818 0.8072821977 7.441068356 -6.787832089 -7.508403985 -12.57935446 -1.730160218 2.723806163 -5.246358099
new = 1.697682374 2.774175271 7.432861035 -0.7228361818 0.8072821977 7.441068356 2.404666126 3.920771602 9.590788289 0.3758238315 0.9145556662 4.471273652
164_evaluate_basis_derivatives_4_1: values differ
old = 0 0 0 0 -2.311998053 2.555366269 2.311998053 0 2.068629837 -2.555366269 -2.068629837 0
new = 0 0 0 0 0 0 1.681674373 0.3528839134 1.11462643 -0.02798734485 1.368946216 -1.538087126
167_evaluate_basis_derivatives_5_1: values differ
old = 0 0 0 0 -1.581893405 -2.677050377 1.581893405 0 0.4867364322 2.677050377 -0.4867364322 0
new = 0 0 0 -0.3536598013 1.992832691 1.906421871 0 0 0 0.9101971283 1.131662205 2.195181309
170_evaluate_basis_derivatives_6_1: values differ
old = 0 0 0 0 -1.277683135 1.338525189 1.277683135 0 4.745680214 -1.338525189 -4.745680214 0
new = 0 0 0 -2.522774533 -2.385107725 0.4526032848 0.9101971283 1.131662205 2.195181309 0 0 0
173_evaluate_basis_derivatives_7_1: values differ
old = 0 0 0 0 3.893891458 0.1216841081 -3.893891458 0 -2.555366269 -0.1216841081 2.555366269 0
new = 0 0 0 0.3536598013 -1.992832691 -1.906421871 -1.681674373 -0.3528839134 -1.11462643 -0.8822097834 -2.500608421 -0.6570941835
176_evaluate_basis_derivatives_8_1: values differ
old = 0 0 0 0 -1.034314918 1.216841081 1.034314918 0 -2.677050377 -1.216841081 2.677050377 0
new = 0 0 0 2.522774533 2.385107725 -0.4526032848 0.7714772451 -0.7787782916 -1.08055488 -0.02798734485 1.368946216 -1.538087126
179_evaluate_basis_derivatives_9_1: values differ
old = 0 0 0 0 -2.859576539 -1.338525189 2.859576539 0 5.232416646 1.338525189 -5.232416646 0
new = 0 0 0 -2.876434334 -0.3922750344 2.359025155 0.9101971283 1.131662205 2.195181309 0.9101971283 1.131662205 2.195181309
195_interpolate_vertex_values: values differ
old = 0.1377 4.90899494 8.038016432 17.78250994 0.353248 -0.8866958676 4.006355262 17.05293841 0.145236 -14.19077424 -15.12601912 -27.29501766 0.044352 -4.426562821 3.549091365 -12.18973548
new = 0.1377 4.90899494 8.038016432 17.78250994 0.353248 -0.8866958676 4.006355262 17.05293841 0.145236 6.208865514 10.23716934 21.9041135 0.044352 1.750475586 3.64009276 10.65821524
239_evaluate_basis_derivatives_0_1: values differ
old = 0 -2.311998053 2.555366269 2.311998053 0 2.068629837 -2.555366269 -2.068629837 0
new = 0 0 0 1.681674373 0.3528839134 1.11462643 -0.02798734485 1.368946216 -1.538087126
242_evaluate_basis_derivatives_1_1: values differ
old = 0 -1.581893405 -2.677050377 1.581893405 0 0.4867364322 2.677050377 -0.4867364322 0
new = -0.3536598013 1.992832691 1.906421871 0 0 0 0.9101971283 1.131662205 2.195181309
245_evaluate_basis_derivatives_2_1: values differ
old = 0 -1.277683135 1.338525189 1.277683135 0 4.745680214 -1.338525189 -4.745680214 0
new = -2.522774533 -2.385107725 0.4526032848 0.9101971283 1.131662205 2.195181309 0 0 0
248_evaluate_basis_derivatives_3_1: values differ
old = 0 3.893891458 0.1216841081 -3.893891458 0 -2.555366269 -0.1216841081 2.555366269 0
new = 0.3536598013 -1.992832691 -1.906421871 -1.681674373 -0.3528839134 -1.11462643 -0.8822097834 -2.500608421 -0.6570941835
251_evaluate_basis_derivatives_4_1: values differ
old = 0 -1.034314918 1.216841081 1.034314918 0 -2.677050377 -1.216841081 2.677050377 0
new = 2.522774533 2.385107725 -0.4526032848 0.7714772451 -0.7787782916 -1.08055488 -0.02798734485 1.368946216 -1.538087126
254_evaluate_basis_derivatives_5_1: values differ
old = 0 -2.859576539 -1.338525189 2.859576539 0 5.232416646 1.338525189 -5.232416646 0
new = -2.876434334 -0.3922750344 2.359025155 0.9101971283 1.131662205 2.195181309 0.9101971283 1.131662205 2.195181309
266_interpolate_vertex_values: values differ
old = 1.697682374 2.774175271 7.432861035 -0.7228361818 0.8072821977 7.441068356 -6.787832089 -7.508403985 -12.57935446 -1.730160218 2.723806163 -5.246358099
new = 1.697682374 2.774175271 7.432861035 -0.7228361818 0.8072821977 7.441068356 2.404666126 3.920771602 9.590788289 0.3758238315 0.9145556662 4.471273652
563_evaluate_basis_derivatives_4_1: values differ
old = 0 0 0 0 -2.311998053 2.555366269 2.311998053 0 2.068629837 -2.555366269 -2.068629837 0
new = 0 0 0 0 0 0 1.681674373 0.3528839134 1.11462643 -0.02798734485 1.368946216 -1.538087126
566_evaluate_basis_derivatives_5_1: values differ
old = 0 0 0 0 -1.581893405 -2.677050377 1.581893405 0 0.4867364322 2.677050377 -0.4867364322 0
new = 0 0 0 -0.3536598013 1.992832691 1.906421871 0 0 0 0.9101971283 1.131662205 2.195181309
569_evaluate_basis_derivatives_6_1: values differ
old = 0 0 0 0 -1.277683135 1.338525189 1.277683135 0 4.745680214 -1.338525189 -4.745680214 0
new = 0 0 0 -2.522774533 -2.385107725 0.4526032848 0.9101971283 1.131662205 2.195181309 0 0 0
572_evaluate_basis_derivatives_7_1: values differ
old = 0 0 0 0 3.893891458 0.1216841081 -3.893891458 0 -2.555366269 -0.1216841081 2.555366269 0
new = 0 0 0 0.3536598013 -1.992832691 -1.906421871 -1.681674373 -0.3528839134 -1.11462643 -0.8822097834 -2.500608421 -0.6570941835
575_evaluate_basis_derivatives_8_1: values differ
old = 0 0 0 0 -1.034314918 1.216841081 1.034314918 0 -2.677050377 -1.216841081 2.677050377 0
new = 0 0 0 2.522774533 2.385107725 -0.4526032848 0.7714772451 -0.7787782916 -1.08055488 -0.02798734485 1.368946216 -1.538087126
578_evaluate_basis_derivatives_9_1: values differ
old = 0 0 0 0 -2.859576539 -1.338525189 2.859576539 0 5.232416646 1.338525189 -5.232416646 0
new = 0 0 0 -2.876434334 -0.3922750344 2.359025155 0.9101971283 1.131662205 2.195181309 0.9101971283 1.131662205 2.195181309
594_interpolate_vertex_values: values differ
old = 0.1377 4.90899494 8.038016432 17.78250994 0.353248 -0.8866958676 4.006355262 17.05293841 0.145236 -14.19077424 -15.12601912 -27.29501766 0.044352 -4.426562821 3.549091365 -12.18973548
new = 0.1377 4.90899494 8.038016432 17.78250994 0.353248 -0.8866958676 4.006355262 17.05293841 0.145236 6.208865514 10.23716934 21.9041135 0.044352 1.750475586 3.64009276 10.65821524
638_evaluate_basis_derivatives_0_1: values differ
old = 0 -2.311998053 2.555366269 2.311998053 0 2.068629837 -2.555366269 -2.068629837 0
new = 0 0 0 1.681674373 0.3528839134 1.11462643 -0.02798734485 1.368946216 -1.538087126
641_evaluate_basis_derivatives_1_1: values differ
old = 0 -1.581893405 -2.677050377 1.581893405 0 0.4867364322 2.677050377 -0.4867364322 0
new = -0.3536598013 1.992832691 1.906421871 0 0 0 0.9101971283 1.131662205 2.195181309
644_evaluate_basis_derivatives_2_1: values differ
old = 0 -1.277683135 1.338525189 1.277683135 0 4.745680214 -1.338525189 -4.745680214 0
new = -2.522774533 -2.385107725 0.4526032848 0.9101971283 1.131662205 2.195181309 0 0 0
647_evaluate_basis_derivatives_3_1: values differ
old = 0 3.893891458 0.1216841081 -3.893891458 0 -2.555366269 -0.1216841081 2.555366269 0
new = 0.3536598013 -1.992832691 -1.906421871 -1.681674373 -0.3528839134 -1.11462643 -0.8822097834 -2.500608421 -0.6570941835
650_evaluate_basis_derivatives_4_1: values differ
old = 0 -1.034314918 1.216841081 1.034314918 0 -2.677050377 -1.216841081 2.677050377 0
new = 2.522774533 2.385107725 -0.4526032848 0.7714772451 -0.7787782916 -1.08055488 -0.02798734485 1.368946216 -1.538087126
653_evaluate_basis_derivatives_5_1: values differ
old = 0 -2.859576539 -1.338525189 2.859576539 0 5.232416646 1.338525189 -5.232416646 0
new = -2.876434334 -0.3922750344 2.359025155 0.9101971283 1.131662205 2.195181309 0.9101971283 1.131662205 2.195181309
665_interpolate_vertex_values: values differ
old = 1.697682374 2.774175271 7.432861035 -0.7228361818 0.8072821977 7.441068356 -6.787832089 -7.508403985 -12.57935446 -1.730160218 2.723806163 -5.246358099
new = 1.697682374 2.774175271 7.432861035 -0.7228361818 0.8072821977 7.441068356 2.404666126 3.920771602 9.590788289 0.3758238315 0.9145556662 4.471273652
Attachment:
signature.asc
Description: Digital signature
Follow ups
