1) quadrilateral plates
任意四边形薄板
1.
This paper studied the heavy deflection problems of quadrilateral plates by the spline finite point method under coordinate transform,provided the calculating examples to prove the validity and the good generalpurpose of the method.
本文利用坐标变换下的样条有限点法,研究了任意四边形薄板的大挠度计算问题,给出了计算实例,验证了方法的正确性和较好的通用性。
2) arbitrary quadrilateral plate
任意四边形板
3) Quadrilateral plate element
任意四边形板元
4) arbitrary quadrilateral
任意四边形
1.
Studied in this paper is the convergence analysis of a new low order nonconforming arbitrary quadrilateral element for solving Stokes equations.
本文构造了一个新的低阶非协调任意四边形单元,将它用于Stokes问题并进行了收敛性分析,通过采用新的技巧和方法,得到了最优误差估计。
2.
Using the method of analysing Specht element, the application of nonconforming arbitrary quadrilateral element to the unilateral problem is studied, and the convergence analysis and optimal error estimates are given.
利用分析 Specht元的技巧 ,研究将非协调任意四边形单元应用于单侧问题 ,给出了相应的收敛性分析和最优误差估计 。
5) rectangular thick plate with arbitrary boundary condition
四边任意支承矩形厚板
6) arbitrary quadrilateral elements
任意四边形板单元
1.
Mesh of elastic foundation plate is generated with arbitrary quadrilateral elements, which is described according to theories of both plane problem and bending problem.
用任意四边形板单元离散弹性基础板,将基础板按平面问题加薄板弯曲问题进行描述。
补充资料:四边
四边
解剖名。出隋·巢元方等《诸病源候 论·卷三十八 》。书载:“玉门、四边皆解散,子户未安”,“胞门、子户主子精神气所出入,合于中黄 门、玉门、四边”等内容,说明了四边是女子外阴一个固有的解剖位置,当指阴道口外前后 左右四边,即前至阴蒂,后至大小阴唇系带,左右为两侧大小阴唇乃至阴道前庭的女性外 阴部。
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