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Optimization Algorithm for Deformation Analysis of the Simply-supported Beam

机译:简支梁变形分析的优化算法

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In this work, an optimization algorithm is presented for deformation analysis of the simply-supported beam.The principal feature of the optimization algorithm is that the equilibrium state with elastic-plastic deformation is chosen as the study object. The constitutive law adopts elastic-linearly strain-hardening plastic model and the shearing deformation is considered. The endpoint coordinates are given through coordinate recursion formulae, and an objective function is defined by unknown endpoint coordinates of slight segments. The optimization problem for deformation analysis of a simply-supported beam is established, and the optimization program is programmed. Typical examples are calculated by optimization algorithm, and the results are in very good agreement with those by finite element method.
机译:本文提出了一种用于简支梁变形分析的优化算法。该算法的主要特点是选择了具有弹塑性变形的平衡态作为研究对象。本构律采用弹性线性应变硬化塑性模型,并考虑了剪切变形。端点坐标是通过坐标递归公式给出的,而目标函数是由微小段的未知端点坐标定义的。建立了简支梁变形分析的优化问题,并编写了优化程序。通过优化算法计算出典型实例,结果与有限元方法非常吻合。

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