P-FEMOL ANALYSIS OF PLATE BENDING PROBLEMS
摘要
In this paper,the p-version of the finite element method of lines(FEMOL) for the analysis of the Mindlin-Reissner plate bending problems is presentedand a class of p-FEMOL elements with polynomial degrees as high as nine isdeveloped.Numerical examples given in this paper show tremendous performance ofthe present method;namely,rapid convergence rate,high accuracy for bothdisplacements and stress resultants,removal of shear-locking trouble,capability ofdealing with difficult problems such as the boundary layer behavior near a free edgeand stress concentration around a hole.
引用本文（GB/T 7714）
Si Si, Yuan. P-FEMOL ANALYSIS OF PLATE BENDING PROBLEMS[J]. 固体力学学报：英文版, 1994.
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