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An iterative finite element-based method for solving inverse problems in traction force microscopy

机译:基于迭代有限元的方法,用于解决牵引力显微镜中的逆问题

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摘要

Background and Objective: During the last years different model solutions were proposed for solving cell forces under different conditions. The solution relies on a deformation field that is obtained under cell relaxation with a chemical cocktail. Once the deformation field of the matrix is determined, cell forces can be computed by an inverse algorithm, given the mechanical properties of the matrix. Most of the Traction Force Microscopy (TFM) methods presented so far relied on a linear stress-strain response of the matrix. However, the mechanical response of some biopolymer networks, such as collagen gels is more complex. In this work, we present a numerical method for solving cell forces on non-linear materials.
机译:背景和目的:在过去几年中,提出了在不同条件下解决细胞力的不同模型解决方案。 该解决方案依赖于用化学鸡尾酒在细胞松弛下获得的变形场。 一旦确定了矩阵的变形字段,给定矩阵的机械特性,可以通过逆算法计算单元力。 到目前为止呈现的大多数牵引力显微镜(TFM)方法依赖于基质的线性应力 - 应变响应。 然而,一些生物聚合物网络的机械响应,例如胶原凝胶更复杂。 在这项工作中,我们提出了一种用于在非线性材料上求解细胞力的数值方法。

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