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Reliability Analysis on the Rectangular Orthotropic Membrane Under Concentrated Impact Load

机译:浓度冲击载荷下矩形正交膜的可靠性分析

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This paper studies the computational method of the reliability of rectangular orthotropic membrane with four edges fixed under stochastic concentrated impact load. Based on the explicit equations of deflection response obtained in the previous work of our team, the reliability index and failure probability of the architectural membrane under concentrated impact load are obtained via the advanced first-order second-moment method(AFOSM). In addition, an experiment on stochastic impact load was carried out. Based on the principle of least-squares method, the impact speed is fitted to a Gaussian distribution with specific mathematical characteristics. The data are processed by Monte-Carlo method and the results are compared with the theoretical results calculated by AFOSM. The variation rules and differences of the results obtained by two methods are analyzed. This study provides a theoretical reference for the vibration control of membrane structures and the research on the failure of membrane due to hail and other disasters.
机译:本文研究了矩形正交膜可靠性的计算方法,其在随机浓缩载荷下固定的四个边缘。基于在我们团队的前一项工作中获得的偏转响应的显式方程,通过高级一阶二矩法(AFOSM)获得浓缩冲击载荷下的建筑膜的可靠性指数和失效概率。此外,进行了对随机冲击载荷的实验。基于最小二乘法的原理,冲击速度适用于具有特定数学特征的高斯分布。数据由Monte-Carlo方法处理,并将结果与​​AFOSM计算的理论结果进行比较。分析了通过两种方法获得的结果的变化规则和差异。本研究为膜结构的振动控制提供了一种理论参考,以及由于冰雹和其他灾难而导致膜失效的研究。

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