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A constructive approach of invariants of behavior laws with respect to an infinite symmetry group - Application to a biological anisotropic hyperelastic material with one fiber family

机译:关于无限对称组的行为定律不变性的一种构造方法-在具有一个纤维族的生物各向异性超弹性材料中的应用

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摘要

In this paper, six new invariants associated with an anisotropic material made of one fiber family are calculated by presenting a systematic constructive and original approach. This approach is based on the development of mathematical techniques from the theory of invariants: ? Definition of the material symmetry group. ? Definition of the generalized Reynolds Operator. ? Calculation of an integrity basis for invariant polynomials. ?Comparison between the new (constructed) invariants and the classical ones. ? Corresponding author.
机译:在本文中,通过提出一种系统的构造性和原始方法,计算了与由一个纤维族组成的各向异性材料相关的六个新不变量。这种方法基于不变式理论在数学技术上的发展:材料对称组的定义。 ?广义雷诺算子的定义。 ?不变多项式的完整性基础的计算。新的(构造的)不变量与经典的不变量之间的比较。 ?通讯作者。

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