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Development of quadrilateral spline thin plate elements using the B-net method 被引量:2
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作者 Juan Chen Chong-Jun Li 《Acta Mechanica Sinica》 SCIE EI CAS CSCD 2013年第4期567-574,共8页
The quadrilateral discrete Kirchhoff thin plate bending element DKQ is based on the isoparametric element Q8, however, the accuracy of the isoparametric quadrilateral elements will drop significantly due to mesh disto... The quadrilateral discrete Kirchhoff thin plate bending element DKQ is based on the isoparametric element Q8, however, the accuracy of the isoparametric quadrilateral elements will drop significantly due to mesh distortions. In a previous work, we constructed an 8-node quadrilateral spline element L8 using the triangular area coordinates and the B- net method, which can be insensitive to mesh distortions and possess the second order completeness in the Cartesian co- ordinates. In this paper, a thin plate spline element is devel- oped based on the spline element L8 and the refined tech- nique. Numerical examples show that the present element indeed possesses higher accuracy than the DKQ element for distorted meshes. 展开更多
关键词 Spline finite element ~ Refined quadrilateral el-ement ~ Discrete Kirchhoff plate element ~ Triangular areacoordinates ~ B-net method
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一种新的含转角自由度的四节点杂交元
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作者 周云 聂玉峰 袁占斌 《航空计算技术》 2006年第1期86-89,122,共5页
基于组合杂交变分原理,使用含转角自由度的位移插值和CH(0-1)元应力模式,得到CHD(0-1)单元。它既满足杂交方法所要求的inf-sup条件,又有较高的位移、应力精度;和普通的八节点二次单元相比计算花费少;对单元几何形状不敏感;能很好地模拟... 基于组合杂交变分原理,使用含转角自由度的位移插值和CH(0-1)元应力模式,得到CHD(0-1)单元。它既满足杂交方法所要求的inf-sup条件,又有较高的位移、应力精度;和普通的八节点二次单元相比计算花费少;对单元几何形状不敏感;能很好地模拟弯曲变形。数值试验结果支持了本文结论。 展开更多
关键词 组合杂交变分原理 转角自由度 能量协调 四边形单元
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