Wang C C, Hung C T, Mow V C
Department of Orthopaedic Surgery, Columbia University, New York, NY 10032, USA.
J Biomech. 2001 Jan;34(1):75-84. doi: 10.1016/s0021-9290(00)00137-8.
An accurate description of the mechanical environment around chondrocytes embedded within their dense extracellular matrix (ECM) is essential for the study of mechano-signal transduction mechanism(s) in explant experiments. New methods have been developed to determine the inhomogeneous strain distribution throughout the depth of the ECM during compression (Schinagl et al., 1996, Annals of Biomedical Engineering 24, 500-512; Schinagl et al 1997. Journal of Orthopaedics Research 15, 499-506) and the corresponding depth-dependent aggregate modulus distribution (Wang and Mow, 1998. Transactions of the Orthopaedics Research Society 23, 484; Chen and Sah, 1999. Transactions of the Orthopaedics Research Society 24, 635). These results provide the motivation for the current investigation to assess the influence of tissue inhomogeneity on the chondrocyte milieu in situ, e.g. stress, strain, fluid velocity and pressure fields within articular cartilage. To describe this inhomogeneity, we adopted the finite deformation biphasic constitutive law developed by Holmes and Mow (1990 Journal of Biomechanics 23, 1145-1156). Our calculations show that the mechanical environment inside an inhomogeneous tissue differs significantly from that inside a homogeneous tissue. Furthermore, our results indicate that the need to incorporate an inhomogeneous aggregate modulus. or an anisotropy, into the biphasic theory to describe articular cartilage depends largely on the motivation for the study.
准确描述嵌入致密细胞外基质(ECM)中的软骨细胞周围的力学环境,对于在体外实验中研究机械信号转导机制至关重要。已开发出新方法来确定压缩过程中整个ECM深度内的非均匀应变分布(Schinagl等人,1996年,《生物医学工程年鉴》24卷,500 - 512页;Schinagl等人,1997年,《矫形外科学研究杂志》15卷,499 - 506页)以及相应的深度依赖性聚集模量分布(Wang和Mow,1998年,《矫形外科学研究学会汇刊》23卷,484页;Chen和Sah,1999年,《矫形外科学研究学会汇刊》24卷,635页)。这些结果为当前研究提供了动力,以评估组织不均匀性对原位软骨细胞微环境的影响,例如关节软骨内的应力、应变、流体速度和压力场。为了描述这种不均匀性,我们采用了Holmes和Mow(1990年,《生物力学杂志》23卷,1145 - 1156页)提出的有限变形双相本构定律。我们的计算表明,非均匀组织内部的力学环境与均匀组织内部的力学环境有显著差异。此外,我们的结果表明,在双相理论中纳入非均匀聚集模量或各向异性来描述关节软骨的必要性在很大程度上取决于研究的动机。