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Dynamic finite element model updating using meta-model and genetic algorithm

机译:基于元模型和遗传算法的动态有限元模型更新

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Current dynamic finite element model updating methods are not efficient or restricted to the problem of local optima. To circumvent these, a novel updating method which integrates the meta-model and the genetic algorithm is proposed. Experimental design technique is used to determine the best sampling points for the estimation of polynomial coefficients given the order and the number of independent variables. Finite element analyses are performed to generate the sampling data. Regression analysis is then used to estimate the response surface model to approximate the functional relationship between response features and design parameters on the entire design space. In the fitness evaluation of the genetic algorithm, the response surface model is used to substitute the finite element model to output features with given design parameters for the computation of fitness for the individual. Finally, the global optima that corresponds to the updated design parameter is acquired after several generations of evolution. In the application example, finite element analysis and modal testing are performed on a real chassis model. The finite element model is updated using the proposed method. After updating, root-mean-square error of modal frequencies is smaller than 2 percent . Furthermore, prediction ability of the updated model is validated using the testing results of the modified structure. The root-mean-square error of the prediction errors is smaller than 2 percent.
机译:当前的动态有限元模型更新方法效率不高或局限于局部最优问题。为了解决这些问题,提出了一种将元模型和遗传算法相结合的更新方法。在给定阶数和自变量数量的情况下,使用实验设计技术来确定用于估计多项式系数的最佳采样点。执行有限元分析以生成采样数据。然后,使用回归分析来估计响应表面模型,以近似估计整个设计空间中响应特征与设计参数之间的功能关系。在遗传算法的适应性评估中,使用响应曲面模型代替有限元模型以输出具有给定设计参数的特征,以计算个人的适应性。最后,经过几代进化后,获得了与更新后的设计参数相对应的全局最优值。在该应用示例中,在真实的底盘模型上执行了有限元分析和模态测试。使用所提出的方法来更新有限元模型。更新后,模态频率的均方根误差小于2%。此外,使用修改后的结构的测试结果验证了更新模型的预测能力。预测误差的均方根误差小于2%。

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