REPRESENTATIONS OF KRONECKER POWER OF ORTHOGONAL TENSORS WITH APPLICATION TO
J. Lu and P. PAPADOPOULOS
Int. J. Solids Struct., 35, pp. 3935-44, (1998)
Two explicit representations are obtained for the Kronecker powers of orthogonal
second order tensors. The derivations rely on the mathematical properties of
Kronecker products and on a classical parameterization of orthogonal tensors.
These representations are subsequently employed in the systematic
construction of structural tensors and in the analysis of corotational rates
of tensor functions.
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