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An approach for maximizing the smallest eigenfrequency of structure vibration based on piecewise constant level set method

机译:一种基于分段恒定级别法的结构振动最小特征频率的方法

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摘要

Maximization of the smallest eigenfrequency of the linearized elasticity system with area constraint is investigated. The elasticity system is extended into a large background domain, but the void is vacuum and not filled with ersatz material. The piecewise constant level set (PCLS) method is applied to present two regions, the original material region and the void region. A quadratic PCLS function is proposed to represent the characteristic function. Consequently, the functional derivative of the smallest eigenfrequency with respect to PCLS function takes nonzero value in the original material region and zero in the void region. Apenalty gradient algorithm is proposed, which initializes the whole background domain with the original material and decreases the area of original material region till the area constraint is satisfied. 2D and 3D numerical examples are presented, illustrating the validity of the proposed algorithm. (C) 2018 Elsevier Inc. All rights reserved.
机译:研究了具有区域约束的线性化弹性系统的最小特征频率的最大化。 弹性系统延伸到大背景域中,但空隙是真空,而不是填充ersatz材料。 分段恒定级别设置(PCLS)方法应用于呈现两个区域,原始材料区域和空隙区域。 提出了一种二次PCLS函数来表示特征函数。 因此,对于PCLS函数的最小特征频率的功能导数在原始材料区域中具有非零值,并且在空隙区域中为零。 提出了增压性梯度算法,其利用原始材料初始化整个背景域,并降低原始材料区域的区域,直到满足区域约束。 提出了2D和3D数值示例,示出了所提出的算法的有效性。 (c)2018年Elsevier Inc.保留所有权利。

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