首页> 外文会议>ASME Bioengineering Conference >EXTENDED TWO COMPARTMENTAL SWELLING STRESS MODEL AND ISOTROPIC CAUCHY STRESS EQUATION FOR ARTICULAR CARTILAGE PROTEOGLYCANS
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EXTENDED TWO COMPARTMENTAL SWELLING STRESS MODEL AND ISOTROPIC CAUCHY STRESS EQUATION FOR ARTICULAR CARTILAGE PROTEOGLYCANS

机译:关节软骨蛋白多糖的扩展两个隔间膨胀应力模型和各向同性Cauchy应力方程

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Proteoglycans (PGs), a constituent of cartilaginous tissues, have a negative fixed charge (FC) that causes an intratissue swelling stress [1]. This swelling stress is thought to balance tensile stress in the collagen network and contribute to the aggregate modulus of articular cartilage (AC) [1]. Stress constitutive equations that accurately characterize mechanical behavior of individual tissue constituents are crucial for the development of accurate total tissue models. The goal of this study is to extend the range of an existing two compartmental model for PG swelling stress by Basser et al. [1], and develop a continuum level equation for PG Cauchy stress. Specifically, the first aim is to increase the accuracy of the two compartmental model proposed in [1], to a lower range of FC density (FCD) typically found in bovine calf AC. The second aim is to use the extended model to develop a continuum level strain energy function and associated isotropic PG Cauchy stress constitutive equation.
机译:蛋白质聚糖(PGS)是软骨组织的组分,具有负固定电荷(Fc),导致血液溶胀应力[1]。这种膨胀应力被认为是平衡胶原蛋白网络中的拉伸应力,并有助于关节软骨(AC)的聚集体模量[1]。应力本构剖面方程,即精确表征各个组织成分的机械行为对于精确总组织模型的发展至关重要。该研究的目标是扩展PG Basser等人的PG膨胀应力的现有两个隔间模型的范围。 [1],并开发PG Cauchy压力的连续水平方程。具体地,第一目的是提高[1]中提出的两个隔间模型的精度,到通常在牛犊AC中发现的较低范围的Fc密度(FCD)。第二个目的是使用扩展模型来开发连续级应变能功能和相关各向同性PG Cauchy应力构成型方程。

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