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Numerical Modeling of a Block Medium as an Orthotropic Cosserat Continuum

机译:正交各向异性Cosserat连续体介质的数值模拟

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Based on the equations of the dynamics of a piecewise-homogeneous elastic material, parallel computational algorithms are developed to simulate the process of stress and strain wave propagation in a medium consisting of a large number of blocks, interacting through compliant interlayers. For the description of waves in a block medium with thick interlayers the orthotropic couple-stress continuum theory, taking into account the symmetry of elastic properties relative to the coordinate planes, can be applied. By comparing the elastic wave velocities in the framework of piecewise-homogeneous model and continuum model, the simple method is obtained to estimate mechanical parameters of an orthotropic Cosserat continuum, modeling a block medium. In two-dimensional formulation of the orthotropic model, the computational algorithm and the program system are worked out for the analysis of propagation of elastic waves. The comparison showed good qualitative agreement between the results of computations of waves, caused by localized impulses, by the model of a block medium with compliant interlayers and the model of an orthotropic Cosserat continuum.
机译:基于分段均质弹性材料的动力学方程,开发了并行计算算法来模拟应力和应变波在由大量块组成的介质中通过顺应性夹层相互作用的传播过程。对于具有厚夹层的块状介质中的波的描述,可以应用正交各向异性耦合应力连续体理论,该理论考虑了弹性特性相对于坐标平面的对称性。通过比较分段均质模型和连续介质模型框架中的弹性波速度,获得了一种简单的方法来估计正交各向异性Cosserat连续介质的力学参数,从而对块介质进行建模。在正交异性模型的二维表示中,设计了计算算法和程序系统来分析弹性波的传播。比较结果表明,具有局部夹层的块状介质模型和正交各向异性的Cosserat连续体模型在由局部脉冲引起的波动计算结果之间具有良好的定性一致性。

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