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tolerance on test
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@@ -4,6 +4,8 @@ import numpy as np
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import unittest
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import matplotlib.pyplot as plt
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TOL = 1e-10
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class TestOcTreeObjects(unittest.TestCase):
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def setUp(self):
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@@ -493,10 +495,10 @@ class SimpleOctreeOperatorTests(unittest.TestCase):
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# self.assertTrue((self.tM2.edgeCurl - self.oM2.edgeCurl).toarray().sum() == 0)
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def test_InnerProducts(self):
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self.assertTrue((self.tM.getFaceInnerProduct() - self.oM.getFaceInnerProduct()).toarray().sum() == 0)
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self.assertTrue((self.tM2.getFaceInnerProduct() - self.oM2.getFaceInnerProduct()).toarray().sum() == 0)
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self.assertTrue((self.tM2.getEdgeInnerProduct() - self.oM2.getEdgeInnerProduct()).toarray().sum() == 0)
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self.assertTrue((self.tM.getEdgeInnerProduct() - self.oM.getEdgeInnerProduct()).toarray().sum() == 0)
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self.assertTrue((self.tM.getFaceInnerProduct() - self.oM.getFaceInnerProduct()).toarray().sum() < TOL)
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self.assertTrue((self.tM2.getFaceInnerProduct() - self.oM2.getFaceInnerProduct()).toarray().sum() < TOL)
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self.assertTrue((self.tM2.getEdgeInnerProduct() - self.oM2.getEdgeInnerProduct()).toarray().sum() < TOL)
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self.assertTrue((self.tM.getEdgeInnerProduct() - self.oM.getEdgeInnerProduct()).toarray().sum() < TOL)
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if __name__ == '__main__':
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