首页> 外文期刊>International Journal for Numerical Methods in Engineering >Stress integration procedures for a biaxial isotropic material model of biological membranes and for hysteretic models of muscle fibres and surfactant
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Stress integration procedures for a biaxial isotropic material model of biological membranes and for hysteretic models of muscle fibres and surfactant

机译:生物膜双轴各向同性材料模型以及肌肉纤维和表面活性剂的滞后模型的应力积分程序

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摘要

Stress calculation for a biaxial isotropic material model of a biological membrane and for hysteretic models of muscle fibres and surfactant is presented in the paper. The non-linear elastic membrane model is defined by uniaxial and biaxial stress-stretch relations, while the hysteretic models of tissue fibres and surfactant are described by the stress-stretch and surface tension-surfactant area ratio constitutive relationships, respectively. The conditions when tissue is or is not covered by surfactant are considered. It is assumed that the material is subjected to cyclic loading. Quasi-static and steady conditions are considered.
机译:本文介绍了生物膜双轴各向同性材料模型以及肌肉纤维和表面活性剂的滞后模型的应力计算。非线性弹性膜模型由单轴和双轴应力-拉伸关系定义,而组织纤维和表面活性剂的滞后模型分别由应力-拉伸和表面张力-表面活性剂面积比本构关系描述。考虑组织被表面活性剂覆盖或未被覆盖的情况。假定材料受到循环载荷。考虑准静态和稳态条件。

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