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  • In this work a two-scale hyperelastic material model is proposed which microstructure is motivated by the arrangement of soft tissues. It exhibits some typical features such as strain-hardening, incompressibility and anisotropy. Using the notion of invariants and pseudo-invariants, the formula for the straion energy function is proposed. It allows for the description of the mechanical response of given material undergoing an arbitrary deformation state. Preliminary tests such as uniaxial traction test and simple shear are performed. Simplification of the present model for its application in FE software is the object of further studies.
  • In this work a two-scale hyperelastic material model is proposed which microstructure is motivated by the arrangement of soft tissues. It exhibits some typical features such as strain-hardening, incompressibility and anisotropy. Using the notion of invariants and pseudo-invariants, the formula for the straion energy function is proposed. It allows for the description of the mechanical response of given material undergoing an arbitrary deformation state. Preliminary tests such as uniaxial traction test and simple shear are performed. Simplification of the present model for its application in FE software is the object of further studies. (en)
Title
  • Anisotropic hyperelastic model of soft tissues for FE analysis
  • Anisotropic hyperelastic model of soft tissues for FE analysis (en)
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  • Anisotropic hyperelastic model of soft tissues for FE analysis
  • Anisotropic hyperelastic model of soft tissues for FE analysis (en)
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  • RIV/49777513:23640/12:43916586!RIV13-MSM-23640___
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  • RIV/49777513:23640/12:43916586
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  • multiscale model; soft tissues; Hyperelasticity (en)
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  • Vychytil, Jan
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  • 23640
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