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A 4-node quasi-conforming quadrilateral element for couple stress theory immune to distorted mesh

机译:耦合应力理论不受变形网格影响的4节点准协调四边形单元

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In this paper, a 4-node quadrilateral quasi-conforming element for couple stress theory is proposed. The formulation starts from truncated Taylor expansion of stresses, then the stress-function matrix is treated as weighted function to weaken the strain-displacement equations. Finally the string-net functions are introduced to calculate strain integration and the stress smooth technique is adopted to improve the stress accuracy of the element. Numerical results show that the proposed new model can pass the C0-1 patch test and possesses excellent precision even when the element shape degenerates into triangle or concave quadrangle, which can capture the scale effects of microstructure. (C) 2016 Elsevier Ltd. All rights reserved.
机译:本文提出了一种用于偶应力理论的四节点四边形准协调单元。该公式从截断的泰勒应力展开开始,然后将应力函数矩阵视为加权函数,以弱化应变位移方程。最后引入了弦网函数来计算应变积分,并采用应力平滑技术来提高单元的应力精度。数值结果表明,所提出的新模型即使单元形状退化为三角形或凹四边形,也能通过C0-1斑片试验,并具有优良的精度,可以捕获微观结构的尺度效应。 (C)2016 Elsevier Ltd.保留所有权利。

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