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首页> 外文期刊>International Journal for Numerical Methods in Engineering >Sensitivity analysis of flexible multibody systems using composite materials components
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Sensitivity analysis of flexible multibody systems using composite materials components

机译:使用复合材料部件的柔性多体系统的灵敏度分析

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摘要

In this paper, a general formulation for the computation of the first-order analytical sensitivities based on the direct method using automatic differentiation of flexible multibody systems is presented. The direct method for sensitivity calculation is obtained by differentiating the equations that define the response of the flexible multibody systems of composite materials with respect to the design variables, which are the ply orientations of the laminated. In order to appraise the benefits of the approach suggested and to highlight the risks of the procedure, the analytical sensitivities are compared with the numerical results obtained by using the finite difference method. For the beam composite material elements, the section properties and their sensitivities are found using an asymptotic procedure that involves a two-dimensional (2-D) finite element analysis of their cross section. The equations of the sensitivities are obtained by automatic differentiation and integrated in time simultaneously with the equations of motion of the multibody systems. The equations of motion and the sensitivities of the flexible multibody system are solved and the accelerations, velocities and the sensitivities of accelerations and velocities are integrated in time using a multi-step multi-order integration algorithm. Through the application of the methodology to two simple flexible multibody systems the difficulties and benefits of the procedure, with respect to finite difference approaches or to the direct implementation of the analytic sensitivities, are discussed. Copyright (c) 2008 John Wiley & Sons, Ltd.
机译:本文提出了一种基于直接方法的柔性多体系统自动微分计算一阶分析灵敏度的一般公式。通过对定义复合材料的柔性多体系统相对于设计变量(即层压板的层定向)的响应进行微分,可以得到用于灵敏度计算的直接方法。为了评估所建议方法的好处并强调该方法的风险,将分析灵敏度与使用有限差分法获得的数值结果进行了比较。对于梁复合材料元件,使用渐进程序找到截面特性及其灵敏度,该渐进程序包括对其横截面的二维(2-D)有限元分析。灵敏度方程是通过自动微分获得的,并与多体系统的运动方程同时在时间上进行积分。求解了柔性多体系统的运动方程和灵敏度,并使用多步多阶积分算法及时积分了加速度,速度以及加速度和速度的灵敏度。通过将该方法应用于两个简单的柔性多体系统,讨论了该程序的困难和益处,涉及有限差分方法或直接实现分析灵敏度。版权所有(c)2008 John Wiley&Sons,Ltd.

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