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Statements
1982
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algebraic invariants of vectors and tensors in three dimensions
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orthogonal group of transformations
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use results for invariants under orthogonal transformations to determine invariants of vectors and tensors under groups of transformations
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subgroups of orthogonal group
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group of rotations about an axis
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symmetry group for transversely isotropic material
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transformation group generated by set of reflections in three orthogonal planes
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symmetry group for orthotropic material
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various types of stress response
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linear or nonlinear elastic solid
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plastic solid
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transversely isotropic
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directions are not uniform
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kinematic constraints of incompressibility
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inextensibility in specified directions
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