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Foot–ground contact modeling within human gait simulations: from Kelvin–Voigt to hyper-volumetric models

机译：步态模拟中的脚-地面接触建模：从开尔文-沃格特模型到超体积模型

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The final publication is available at Springer via http://dx.doi.org/10.1007/s11044-015-9467-6

机译：最终出版物可通过http://dx.doi.org/10.1007/s11044-015-9467-6在Springer上获得。

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Sharif Shourijeh Mohammad; McPhee John;
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年度 2015
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1. Foot–ground contact modeling within human gait simulations: from Kelvin–Voigt to hyper-volumetric models [J] . Mohammad S. Shourijeh, John McPhee Multibody System Dynamics . 2015,第4期

机译：步态模拟中的脚-地面接触建模：从开尔文-沃格特模型到超体积模型
2. Foot-ground contact modeling within human gait simulations: from Kelvin-Voigt to hyper-volumetric models [J] . Shourijeh Mohammad S., McPhee John Multibody system dynamics . 2015,第4期

机译：步态模拟中的脚-地面接触建模：从开尔文-沃格特模型到超体积模型
3. Estimates of muscle function in human gait depend on how foot-ground contact is modelled [J] . Tim W. Dorn, Yi-Chung Lin, Marcus G. Pandy Computer methods in biomechanics and biomedical engineering . 2012,第4a6期

机译：步态中肌肉功能的估计取决于脚地接触的建模方式
4. EFFICIENT HYPER-VOLUMETRIC CONTACT DYNAMIC MODELLING OF THE FOOT WITHIN HUMAN GAIT SIMULATIONS [C] . Mohammad Sharif Shourijeh, John McPhee ASME international design engineering technical conferences;Computers and information in engineering conference;International conference on multibody systems, nonlinear dynamics, and control . 2014

机译：人步态模拟中脚的有效超体积接触动力学模型
5. Comparison of time-domain finite element modelling of viscoelastic structures using an efficient fractional Voigt-Kelvin model of Prony series . [D] . Potvin, Marie-Josee. 2001

机译：使用Prony级数的有效分数Voigt-Kelvin模型比较粘弹性结构的时域有限元建模。
6. A Quick Turn of Foot: Rigid Foot-Ground Contact Models for Human Motion Prediction [O] . Matthew Millard, Katja Mombaur 2019

机译：脚的快速转弯：用于人体运动预测的刚性脚底接触模型
7. Modeling ramp-hold indentation measurements based on Kelvin–Voigt fractional derivative model [O] . Hongmei Zhang, Qing zhe Zhang, Litao Ruan, 2018

机译：基于Kelvin-Voigt分数衍生型模型的模型斜坡保持缩进测量

Foot–ground contact modeling within human gait simulations: from Kelvin–Voigt to hyper-volumetric models

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