[1] GUO You-zhong. The problem of inequalities in solid mechanics[J]. Applied Mathematics and Mechanics (English Edition), 1989, 10(1):1~24.
[2] ZHOU Shu-zhi. Variational Inequalities and Finite Element Methods [M]. Changsha:Hunang University Press, 1988. (in Chinese)
[3] Garey G F, Oden J T. Variational Inequalities, New Concepts in Finite Element Analysis[M]. New York:The American Society of Mechanical Engineers,1981.
[4] Oden J T, Campos L. Some New Results on Finite Element Methods for Contact Problems With Friction[M]. New Concepts in Finite Element Analysis. New York:The American Society of Mechanical Engineers,1981.
[5] WU Hong-fei, FU Ming-fu. Generalized variational inequalities in elasticity with friction [J]. J Nanchang University, 1997, 19(4):9~13.
[6] HU Hai-cheng. Right application of generalized variational principles in elasticity for approximate solutions[J]. Science in China, 1989, 19(11):1159~1166. (in Chinese)
[7] Adams R A. Soboley Space [M]. Ye Qixiao. Transl. Beijing:People's Educational Press, 1983. (in Chinese)
[8] Brezzi F. On the existence, uniqueness and approximation of saddle-point problems arising from Lagrange multipliers[J]. RAIRO Ser Rouge,1974,8:129-151.
[9] Pian T H H. On hybrid and mixed finite element methods[A]. Proc Int Symposium on Finite Element Method[C].Hefei, China, May 18-23,1981,Science Press,1982,1-19. |
Email Alert
RSS