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Hyperelasticity and physical shear buckling of a block predicted by the Cosserat point element compared with inelasticity and hourglassing predicted by other element formulations

机译:Cosserat点单元所预测的块体的超弹性和物理剪切屈曲与其他单元公式所预测的非弹性和沙漏作用相比

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This paper examines the response of 18 nonlinear “hyperelastic” elements which are available in the computer codes ABAQUS, ADINA, ANSYS and FEAP. Simulations are proposed to test inelasticity of element formulations caused by potential path-dependence of the external work done on the element. All elements tested based on full integration produce hyperelastic response for these simulations. Most modified elements produce inelastic response for these simulations and one generates energy. One incompatible mode element in ADINA and one enhanced strain element in FEAP exhibit hyperelastic response in these simulations. However, both of these elements predict unphysical hourglass buckling modes for plane strain compression of a block. The Cosserat point element has been proven analytically to be hyperelastic for all deformations. The example problems indicate that the Cosserat point element is robust, does not exhibit typical locking phenomena and predicts a physical shear buckling mode for plane strain compression of a block.
机译:本文研究了18种非线性“超弹性”单元的响应,这些单元可在计算机代码ABAQUS,ADINA,ANSYS和FEAP中获得。提出了模拟以测试由元素上完成的外部工作的潜在路径依赖性引起的元素配方的非弹性。基于完全集成测试的所有元素都会为这些模拟产生超弹性响应。大多数修改后的元素会为这些模拟产生非弹性响应,并且会产生能量。在这些模拟中,ADINA中的一种不兼容模式元素和FEAP中的一种增强应变元素表现出超弹性响应。但是,这两个元素都为块体的平面应变压缩预测了非物理的沙漏屈曲模式。事实证明,该Cosserat点单元对于所有变形都是超弹性的。示例问题表明Cosserat点单元是坚固的,没有典型的锁定现象,并且预测了块体平面应变压缩的物理剪切屈曲模式。

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