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A finite element interior-point implementation of tension field theory

机译:张力场理论的有限元内点实现

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This paper presents an interior-point implementation method of the relaxed strain energy function to model the stress distribution in membranes in the presence of wrinkles. The relaxed strain energy function is reformulated using the interior-point method. This formulation is proven to be quasi-convex with respect to the deformation gradient. A set of governing equations for the membrane is developed in the standard finite element format. The solution to this set of equations is obtained using the interior-point method, and several numerical examples are presented for validation. The proposed method is shown to converge and to be robust and efficient. (C) 2015 Elsevier Ltd. All rights reserved.
机译:本文提出了一种松弛应变能函数的内点实现方法,以模拟存在褶皱时膜中的应力分布。使用内点法重新定义了松弛应变能函数。对于变形梯度,该公式被证明是准凸的。以标准有限元格式开发了一组用于膜的控制方程。使用内点法可以获得这组方程的解,并给出了几个数值示例进行验证。所提出的方法被证明是收敛的并且是鲁棒的和有效的。 (C)2015 Elsevier Ltd.保留所有权利。

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