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Numerical Simulation of Shock Wave Processes in Elastic Media and Structures. Part II: Application Results

机译:弹性介质和结构中冲击波过程的数值模拟。第二部分:申请结果

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摘要

The authors present finite difference algorithms for solving nonstationary problems on dynamics of elastic media and structures, and perform numerical modeling of the following applied problems: stroke on an elastic half-plane by a rigid die; shock piling; generation of a pendulum wave in a blocky medium by a local impulse effect. One of the goals of the presented modeling is driving the problem solutions with minimized influence of spurious effects inherent to numerical approximation. Finally, the authors compare the results obtained in different models of elastic media.
机译:作者提出了解决弹性介质和结构动力学非平稳问题的有限差分算法,并对以下应用问题进行了数值模拟:刚性模具在弹性半平面上的行程;冲击堆通过局部脉冲效应在块状介质中产生摆波。所提出模型的目标之一是以最小化数值近似固有杂散效应的影响来驱动问题解决方案。最后,作者比较了在不同模型的弹性介质中获得的结果。

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