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《CHINESE JOURNAL OF APPLIED MECHANICS》 1995-03
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Numerical Solution of Slip Line Field and Its BoundaryConditions for Compressible Material in Plane Strain

Hua Lin;Zhao Zhongzhin(Wu Han Gong Xue Yuan)  
Slip line theory for compresaible material in plane strain is introduced briefly in the paper. Nu-merical solutions of stress and velocity of slip line field are derived. Stress boundary conditions aredealed with, and the laws of stress and velocity interruption are explained. The procedures dealingwith boundary condition and resolving numerical solution of slip line field are explained in an exam-ple.
【CateGory Index】: O343.1
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1 Qin Xunpeng, Hua Lin (School of Materials Science & Engineering, Wuhan University of Technology, Wuhan 430070, China);Maximum plastic work principle for PM sintered material[J];粉末冶金技术;2006-04
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1 LIN Qiquan;YAN Ming;YANG Fu;PENG Chuandong;School of Mechanical Engineering,Xiangtan University;;A Modified Yield Model of Powder Metal Material for Compaction Process[J];材料导报;2015-22
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8 XU Zhi-qiang1,HUANG Yong-jian1,2,LIU Cai1,DU Feng-shan1,SHAO Tao1(1.College of Mechanical Engineering,Yanshan University,Qinhuangdao,Hebei 066004,China; 2.Shijiazhuang Iron & Steel Co.Ltd.,Shijiazhuang,Hebei 050031,China);A Study of Pore Closure in Large Bar Rolling Process Based on Relative Density[J];北京理工大学学报;2009-12
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