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AN INDIFFERENT CONSTITUTIVE LAW IN FINITE ELASTICITY
Akinola, Ade 한국전산응용수학회 2001 The Korean journal of computational & applied math Vol.8 No.3
The concepts of material frame-indifference and material symmetry group with respect to isotropic scalar functions, as represented by energy functions, are discussed. An energy function for a structured heterogeneous (transversal isotropic) medium in large elastic deformations, which is known to satisfy the Ponyting’s effect [1], is highlighted. It is shown that the constitutive relation due to this energt function is material frame-indifferent. AMS Mathematics Subject classification : 73G05, 73B40