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Selection of Artificial Boundary Condition on Soil-structure Dynamic Interaction

机译:土-结构动力 r n相互作用的人工边界条件选择

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Numerical simulation is an important method to study the structural vibration response. And artificial boundary conditions will directly affect the reliability of numerical simulation results. While when we conduct numerical simulation of vibration, it is often assumed the input surface to be a fixed boundary. The purpose of this paper is to make a study on rationality of this method by the use of simulation on a two-dimensional homogeneous elastic half-space model and a soil-structure dynamic interaction model. The results show that: when fixed boundary used, after the wave reflected to the fixed boundary, it couldn't leave the calculation region and will reflects back into the calculation region again; when viscous boundary used, the energy will be absorbed by the bottom boundary when the wave achieved the viscous boundary. It simulates the real situation that the wave goes through boundary surface into the infinite medium. So, when carrying out numerical simulation on structural dynamic analysis, the selection of fixed boundary is inclined to an incorrect result, while the select of viscous boundary is more accurate and reasonable.
机译:数值模拟是研究结构振动响应的重要方法。而人工边界条件将直接影响数值模拟结果的可靠性。当我们进行振动的数值模拟时,通常会假设输入表面为固定边界。本文的目的是通过在二维均质弹性半空间模型和土-结构动力相互作用模型上进行仿真,对这种方法的合理性进行研究。结果表明:当使用固定边界时,波反射到固定边界后,不会离开计算区域,而是再次反射回计算区域。当使用粘性边界时,当波达到粘性边界时,能量将被底部边界吸收。它模拟了波通过边界面进入无限介质的真实情况。因此,在进行结构动力分析的数值模拟时,固定边界的选择倾向于不正确的结果,而粘性边界的选择更加准确合理。

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