吊钩有限元分析及优化设计

Finite Element Analysis and Structural Optimization Design of Hooks

  • 摘要: 该文采用有限元法和理论分析法来解决吊钩的最大应力求解问题。首先利用NX进行三维建模,并切换到CAE模块,调用NASTRAN进行有限元分析,得出危险截面危险点的最大应力。同时,应用材料力学理论计算方法进行最大应力求解,并对两者求解的结果进行比较,分析误差产生的原因。在此基础上,创新性地根据应力与载荷的正比例关系及许用应力的值反推得到最大载荷,并用有限元分析验证其正确性。然后,对初始载荷有限元分析结果进行几何优化设计,在初始载荷不变、许用应力为目标、厚度为变量的条件下进行优化设计,降低其重量。这种CAD/CAE相结合的方式有利于提高异形零件的设计效率和分析效率,可以有效降低设计和生产成本。

     

    Abstract: This paper adopted the finite element method and theoretical analysis to solve the problem of determining the maximum stress of a hook. Firstly, NX software was used to create a 3D model, and then the system was switched to the CAE module, where NASTRAN was employed to perform finite element analysis and obtain the maximum stress at the critical point of the dangerous section. At the same time, the theoretical calculation method of material mechanics was applied to solve the maximum stress, and the results from both methods were compared to analyze the sources of error. On this basis, an innovative approach was proposed to back-calculate the maximum load using the linear relationship between stress and load as well as the allowable stress value, and the result was verified through finite element analysis.Subsequently, geometric optimization was carried out based on the initial load finite element results. With the initial load unchanged, allowable stress as the target, and thickness as the variable, an optimization design was performed to reduce the weight.This combination of CAD/CAE is beneficial for improving the design and analysis efficiency of irregular parts, and reducing design and production costs.

     

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