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Mixed porohyperelastic theory and finite element models for soft hydrated biological tissues

机译:软水合生物组织的混合孔隙术理论与有限元模型

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A MPHETS (mixed porohyperelastic-transport-swelling) model is presented in which a soft hydrated tissue is viewed as a continuum composed of an incompressible porous solid (fibrous matrix with FCD, fixed charge density) that is saturated by anincompressible mobile fluid (water) in which mobile positively (p) and negatively (m) charged species are dissolved. This model is implemented using a FEM (finite element model) including inherent geometric and material nonlinearity and coupledelectrical/ chemical/mechanical transport processes associated with mobile charged species. Here, we present a MPHETS theory and FENI based on Frijns et al. (1997) that extends our earlier PHETS model (Kaufmann 1996, Simon et al. 1998). The anisotropicformulation can be utilized once appropriate experimental data and material properties are available.
机译:提出了一种蛋白(混合的孔隙术 - 传送膨胀)模型,其中将软水组织视为由饱和的移动流体(水)饱和的不可压缩的多孔固体(纤维基质,固定电荷密度)组成的连续体。其中溶解的流动性(p)和负(m)带电物种溶解。该模型是使用FEM(有限元模型)来实现的,包括与移动带电物种相关的固有的几何和材料非线性和耦合电气/化学/机械运输过程。在这里,我们基于Frijns等人介绍了一个贴片理论和Feni。 (1997)延伸了我们早期的Phets型号(Kaufmann 1996,Simon等人1998)。一旦可获得适当的实验数据和材料性能,可以使用各向异性的结论。

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