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Simulation of a computational winding filament model with an exponential spring to represent titin

机译:用指数弹簧代表纤丝的计算绕组丝模型的仿真

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The goal of developing high fidelity simulation of muscle force is of considerable interest for the biomedical community. Traditionally Hill models have been incorporated. However, feasible scope of the Hill model is inherently limited, especially in light of the growing relevance of muscle history dependence. History dependence is considered to be significant for motor control and stability. Attempts have been made to augment the Hill model to emulate history dependence. The titin winding filament model best elucidates history dependence of muscle force including force enhancement. The recent version of the titin winding filament model accounts for the functionality of titin through a pulley linked with the contractile element and a linear spring to represent the elastic properties of titin. A new and more realistic amendment to the winding filament model is incorporation of an exponential spring to characterize the elastic properties of titin. A sensitivity study as a function of the titin exponential spring constant is presented. Overall the amalgamation of the titin exponential spring to the winding filament model improves the respective force enhancement characteristics with a relatively more optimal exponential spring constant that provides a maximal averaged coefficient of determination.
机译:对于生物医学界来说,开发高逼真度的肌肉力量仿真的目标非常重要。传统上已合并了Hill模型。但是,Hill模型的适用范围固有地受到限制,特别是鉴于肌肉历史依赖的相关性越来越高。历史依赖被认为对于电机控制和稳定性很重要。已经尝试增强希尔模型以模仿历史依赖。泰坦缠绕细丝模型可以最好地阐明肌肉力量(包括力量增强)的历史依赖性。泰坦纤维缠绕丝模型的最新版本通过与收缩元件和线性弹簧相连的皮带轮说明了泰坦的功能性,线性弹簧代表了泰坦的弹性。对缠绕长丝模型的一种新的,更现实的修正是并入了指数弹簧来表征钛蛋白的弹性。提出了灵敏度研究,其为titin指数弹簧常数的函数。总的来说,泰坦指数弹簧与绕组细丝模型的融合通过具有相对最佳的指数弹性常数(可提供最大的平均测定系数)来改善各自的力增强特性。

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