建立了用于计算波形片轴向非线性特性的有限元模型,并对模型精细化以提高仿真曲线与试验曲线的吻合程度。分析了波形片各结构参数对其轴向非线性特性的灵敏度,选取了除厚度外的三个主要结构参数作为波形片轴向非线性特性优化的参数。基于正交试验获得主要结构参数的设计空间,采用响应面法构建系统的代理模型,利用遗传算法求解代理模型,获得主要结构参数取值的最优组合。通过实例验证了波形片结构参数优化设计方法的正确性。
Abstract
A finite element model for calculating the axial nonlinear characteristics of a wave plate was established, and the model was refined to improve the coincidence between simulation curve and test curve.The sensitivity of the structural parameters of the wave plate to its axial nonlinear characteristics was analyzed.Three main structural parameters, except thickness, were selected for optimizing the axial nonlinear characteristics of the wave plate.Based on the orthogonal test, the design space of the main structural parameters was obtained, the agent model of the system was constructed by the response surface method, and the agent model was solved by the genetic algorithm to obtain the optimal combination of the main structural parameters.The correctness of the optimum design method of wave plate structure parameters was verified by examples.
关键词
波形片 /
轴向非线性特性 /
结构参数 /
正交试验 /
响应面法
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Key words
wave plate /
axial nonlinear characteristics /
structural parameters /
orthogonal test /
response surface method
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脚注
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