Abstract Shape design sensitivity and optimization of anisotropic functionally graded smart structures using bicubic B-splines DRBEM
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Shape design sensitivity and optimization of anisotropic functionally graded smart structures using bicubic B-splines DRBEM

机译:使用双三次B样条DRBEM的各向异性功能梯度智能结构的形状设计敏感性和优化

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摘要

AbstractA new shape optimization technique is developed, using bicubic B-splines dual reciprocity boundary element method, for anisotropic functionally graded smart structures to minimize weight while satisfying certain constraints upon stresses and geometry. An implicit differentiation of the boundary integral equation with respect to geometric design variables is used to calculate shape design sensitivities of anisotropic materials. This method allows the coupling of an optimizing technique and a boundary element elastic stress analyzer to form an optimum shape design algorithm in two dimensions and also allows high-accuracy computation. The boundary element method needs much fewer data related only to the considered boundary of the structure, so it is very suitable for shape optimization in comparison with the finite element method.Because of the non-linear behavior of weight and stresses, the numerical optimization method used in the program is the feasible direction approach, together with the one-dimensional golden-section search technique. The two-dimensional electric fillet knife used as the numerical example in order to verify the formulation and the implementation of the proposed method.
机译: 摘要 使用双三次B样条双互易性边界元方法,开发了一种新的形状优化技术,用于各向异性功能梯度智能结构,以最小化重量,同时满足对应力和应力的某些约束。几何。边界积分方程相对于几何设计变量的隐式微分用于计算各向异性材料的形状设计敏感性。该方法允许优化技术与边界元弹性应力分析仪的结合,以在二维上形成最佳形状设计算法,并且还可以进行高精度计算。边界元法只需要考虑与结构边界有关的数据就少得多,因此与有限元法相比,它非常适合形状优化。

著录项

  • 来源
  • 作者

    Mohamed Abdelsabour Fahmy;

  • 作者单位

    Faculty of Computers and Informatics, Suez Canal University,Jamoum University College, Umm Al-Qura University;

  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
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