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Membrane elements insensitive to distortion using the quadrilateral area coordinate method

机译:使用四边形面积坐标法对变形不敏感的膜元件

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Two 4-node quadrilateral membrane elements, denoted as AGQ6-Ⅰ and AGQ6-Ⅱ, have been developed in this paper. Instead of the traditional isoparametric coordinate, the quadrilateral area coordinates were used to establish the formulations of the new elements. And several generalized conforming conditions were then introduced to determine all unknown parameters. Numerical examples showed that the presented elements exhibit excellent performances in both regular and distorted mesh divisions. They could even yield exact solutions for pure bending problems under distorted meshes and provide lock-free solutions for the MacNeal's test problem of trapezoidal locking. Besides, the weak patch test was conducted to guarantee the convergence of both new elements. It has also been demonstrated that the area coordinate method is an efficient tool for developing simple, effective and reliable serendipity plane membrane elements.
机译:本文开发了两个四节四边形膜元件,分别为AGQ6-Ⅰ和AGQ6-Ⅱ。代替传统的等参坐标,使用四边形面积坐标来建立新元素的公式。然后引入几个广义的符合条件来确定所有未知参数。数值算例表明,提出的单元在规则和变形的网格划分中均表现出出色的性能。他们甚至可以为变形的网格下的纯弯曲问题提供精确的解决方案,并为MacNeal的梯形锁定测试问题提供无锁定解决方案。此外,还进行了弱补丁测试以确保两个新元素的融合。还已经证明,面积坐标法是开发简单,有效和可靠的偶然性平面膜元件的有效工具。

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