Author: bugman
Date: Wed Nov 19 18:27:28 2014
New Revision: 26633
URL: http://svn.gna.org/viewcvs/relax?rev=26633&view=rev
Log:
Expanded the N_state_model.test_5_state_xz system test for more alignment
tensor basis sets.
The align_tensor.matrix_angles and align_tensor.svd user functions are now
being called with the
additional 'irreducible 5D', and 'unitary 9D' basis sets, to make sure these
work correctly.
Modified:
trunk/test_suite/system_tests/scripts/n_state_model/5_state_xz.py
Modified: trunk/test_suite/system_tests/scripts/n_state_model/5_state_xz.py
URL:
http://svn.gna.org/viewcvs/relax/trunk/test_suite/system_tests/scripts/n_state_model/5_state_xz.py?rev=26633&r1=26632&r2=26633&view=diff
==============================================================================
--- trunk/test_suite/system_tests/scripts/n_state_model/5_state_xz.py
(original)
+++ trunk/test_suite/system_tests/scripts/n_state_model/5_state_xz.py Wed Nov
19 18:27:28 2014
@@ -28,12 +28,15 @@
self._execute_uf(uf_name='align_tensor.init', tensor='chi5 C-dom',
align_id='5', domain='C', params=(-1/2., -1/2., 3/8., 0., 0.))
# Calculate the singular values.
+self._execute_uf(uf_name='align_tensor.svd', basis_set='irreducible 5D',
tensors=['chi1 C-dom', 'chi2 C-dom', 'chi3 C-dom', 'chi4 C-dom', 'chi5 C-dom'])
self._execute_uf(uf_name='align_tensor.svd', basis_set='unitary 9D',
tensors=['chi1 C-dom', 'chi2 C-dom', 'chi3 C-dom', 'chi4 C-dom', 'chi5 C-dom'])
self._execute_uf(uf_name='align_tensor.svd', basis_set='unitary 5D',
tensors=['chi1 C-dom', 'chi2 C-dom', 'chi3 C-dom', 'chi4 C-dom', 'chi5 C-dom'])
self._execute_uf(uf_name='align_tensor.svd', basis_set='geometric 5D',
tensors=['chi1 C-dom', 'chi2 C-dom', 'chi3 C-dom', 'chi4 C-dom', 'chi5 C-dom'])
# Calculate the angles between the matrices.
self._execute_uf(uf_name='align_tensor.matrix_angles', basis_set='matrix',
tensors=['chi1 C-dom', 'chi2 C-dom', 'chi3 C-dom', 'chi4 C-dom', 'chi5 C-dom'])
+self._execute_uf(uf_name='align_tensor.matrix_angles', basis_set='irreducible
5D', tensors=['chi1 C-dom', 'chi2 C-dom', 'chi3 C-dom', 'chi4 C-dom', 'chi5
C-dom'])
+self._execute_uf(uf_name='align_tensor.matrix_angles', basis_set='unitary 9D',
tensors=['chi1 C-dom', 'chi2 C-dom', 'chi3 C-dom', 'chi4 C-dom', 'chi5 C-dom'])
self._execute_uf(uf_name='align_tensor.matrix_angles', basis_set='unitary 5D',
tensors=['chi1 C-dom', 'chi2 C-dom', 'chi3 C-dom', 'chi4 C-dom', 'chi5 C-dom'])
self._execute_uf(uf_name='align_tensor.matrix_angles', basis_set='geometric
5D', tensors=['chi1 C-dom', 'chi2 C-dom', 'chi3 C-dom', 'chi4 C-dom', 'chi5
C-dom'])
@@ -53,12 +56,15 @@
self._execute_uf(uf_name='align_tensor.reduction', full_tensor='chi5 C-dom',
red_tensor='chi5 N-dom')
# Calculate the singular values.
+self._execute_uf(uf_name='align_tensor.svd', basis_set='irreducible 5D',
tensors=['chi1 N-dom', 'chi2 N-dom', 'chi3 N-dom', 'chi4 N-dom', 'chi5 N-dom'])
self._execute_uf(uf_name='align_tensor.svd', basis_set='unitary 9D',
tensors=['chi1 N-dom', 'chi2 N-dom', 'chi3 N-dom', 'chi4 N-dom', 'chi5 N-dom'])
self._execute_uf(uf_name='align_tensor.svd', basis_set='unitary 5D',
tensors=['chi1 N-dom', 'chi2 N-dom', 'chi3 N-dom', 'chi4 N-dom', 'chi5 N-dom'])
self._execute_uf(uf_name='align_tensor.svd', basis_set='geometric 5D',
tensors=['chi1 N-dom', 'chi2 N-dom', 'chi3 N-dom', 'chi4 N-dom', 'chi5 N-dom'])
# Calculate the angles between the matrices.
self._execute_uf(uf_name='align_tensor.matrix_angles', basis_set='matrix',
tensors=['chi1 N-dom', 'chi2 N-dom', 'chi3 N-dom', 'chi4 N-dom', 'chi5 N-dom'])
+self._execute_uf(uf_name='align_tensor.matrix_angles', basis_set='irreducible
5D', tensors=['chi1 N-dom', 'chi2 N-dom', 'chi3 N-dom', 'chi4 N-dom', 'chi5
N-dom'])
+self._execute_uf(uf_name='align_tensor.matrix_angles', basis_set='unitary 9D',
tensors=['chi1 N-dom', 'chi2 N-dom', 'chi3 N-dom', 'chi4 N-dom', 'chi5 N-dom'])
self._execute_uf(uf_name='align_tensor.matrix_angles', basis_set='unitary 5D',
tensors=['chi1 N-dom', 'chi2 N-dom', 'chi3 N-dom', 'chi4 N-dom', 'chi5 N-dom'])
self._execute_uf(uf_name='align_tensor.matrix_angles', basis_set='geometric
5D', tensors=['chi1 N-dom', 'chi2 N-dom', 'chi3 N-dom', 'chi4 N-dom', 'chi5
N-dom'])
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