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Strength reliability analysis of mechanical structure with local stress concentration based on response surface method

机译:基于响应面法的局部应力浓度力量可靠性分析

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Failure due to local stress concentration is one of the most troublesome phenomena in the practical mechanical structures. For the reliability analysis of mechanical structures with local stress concentration, the determination of structure maximal stress (SMS) or stress concentration factors (SCF) is the principal problem to be solved. Although the accurate numerical solution of SMS or SCF can be obtained by numerical calculation methods and experimental methods, the explicit relation of SMS or SCF with the basic random parameters can't be given directly, which will bring difficulty for the further reliability research. For the problem above, the uniform experimental design and finite element method (FEM) are adopted to calculate the numerical solution of SMS firstly, and then the response surface method (RSM) is developed in this study to simulate the explicit relation of SMS with the basic random parameters. Based on the modeling of RSM, Monte Car1o and the reliability theory have been combined to solve the structural reliability problems in the case of the stress concentration.
机译:由于局部应力集中的故障是实际机械结构中最麻烦的现象之一。对于具有局部应力集中的机械结构的可靠性分析,结构最大应力(SMS)或应力集中因子(SCF)的确定是要解决的主要问题。尽管通过数值计算方法和实验方法可以获得SMS或SCF的准确数字解决方案,但是,SMS或SCF与基本随机参数的明确关系不能直接给出,这将为进一步的可靠性研究带来难度。对于上面的问题,采用统一的实验设计和有限元方法(FEM)首先计算SMS的数值解,然后在本研究中开发了响应表面方法(RSM),以模拟SMS的显式关系基本随机参数。基于RSM的建模,蒙特卡罗和可靠性理论已结合在应力集中的情况下解决结构可靠性问题。

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