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《应用数学和力学(英文版)》 2000-01
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BENDING OF UNIFORMLY LOADED RECTANGULAR PLATES WITH TWO ADJACENT EDGES CLAMPED, ONE EDGE SIMPLY SUPPORTED AND THE OTHER EDGE FREE

Zhao Fangxin (赵芳欣) 1, Zhang Yingjie (张瑛洁) 1, Zhao Zuxin (赵祖欣) 2, Zhang Song (张 松) 3, Yu Bingyi (俞秉义) 3(1 Shenyang Research Institute of Foundry, Shenyang 110021, P R China; 2 Huadong University of Science and Technology, Shanghai  
In this paper, an exact solution for an uniformly loaded rectangular plate with two adjacent edges clamped, one edge simply supported and the other edge free, was given by using the concept of generalized simply supported edges and superposition method. The numerical results were given for the deflections along the free edge and bending moments along the clamped edges of a square plate.
【CateGory Index】: O343
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【Co-citations】
Chinese Journal Full-text Database 7 Hits
1 Chang Fo-van (Qinghua University, Beijing);ON THE RESTRICTED TORSION OF NARROW RECTANGULAR CROSS SECTION BY KIRCHHOFF'S THIN PLATE THEORY[J];应用数学和力学(英文版);1982-04
2 Li Ding-kunl (Fuzhou University, Fuzhou);BENDING OF RECTANGULAR FLAT SLABS SUPPORTED BY FOUR COLUMNS[J];应用数学和力学(英文版);1982-04
3 Lin Xiao-song Yuan Wen-bo (China Institute of Mining Technology, Beijing);SOLUTION OF BENDING OF CANTILEVER RECTANGULAR PLATES UNDER UNIFORM SURFACE-LOAD BY THE METHOD OF TWO-DIRECTION TRIGONOMETRIC SERIES[J];应用数学和力学(英文版);1985-08
4 Wang Jin-zhong (Tianjin University, Tianjin) He Chang-hua (Electric Power Construction Institute, Beijing);MODEL B-I FOR MACRO RECTANGULAR ELEMENT AND PROBLEMS OF INFLUENCE SURFACE FOR PLATE STRUCTURES[J];应用数学和力学(英文版);1992-12
5 Zhou Ding (East China Institute of Technology, Nanjing);AN APPROXIMATE SOLUTION WITH HIGH ACCURACY OF TRANSVERSE BENDING OF THIN RECTANGULAR PLATES UNDER ARBITRARILY DISTRIBUTED LOADS[J];应用数学和力学(英文版);1993-03
6 Sun Weiming; Yang Guangsong (Department of Steam, Gas and Nuclear Power Engineering, Naval Academy of Engineering, Wuhan 430033, P R China) (Department of Astronautics, National University of Defence Technology, Changsha 410073, P R China) (Maibox 7, Qi;RATIONAL FINITE ELEMENT METHOD FOR ELASTIC BENDING OF REISSNER PLATES[J];应用数学和力学(英文版);1999-02
7 ZHONG Yang1,GAO Yuanyuan1,TIAN Bin2,LI Rui1(1.School of Civil and Hydraulic Engineering,Dalian University of Technology,Dalian 116024,China; 2.Department of Science and Technology,China Road and Bridge Corporation,Beijing 100011,China);Vibration Analytical Solution of Rectangular Thin Cantilever Plate by Finite Integral Transform Method[J];Journal of Civil Engineering and Management;2012-04
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