| Citation: | Li Yong, Wu Chang-chun. A New Quadrilateral Nonconforming Model and Its Convergence[J]. Applied Mathematics and Mechanics, 1986, 7(7): 647-654. | 
	                | [1] | 
					 Arantes e Oliveira,E.R.The patch test and general convergence criteria of the finite element method,Int.J.Solids,Structure,13(1977),159-179. 
					
					 | 
			
| [2] | 
					 Ciarlet,P.G..The Finile Element Method for Elliptic Problems,North-Holland.Amsterdam(1978). 
					
					 | 
			
| [3] | 
					 Irons,B.M,.and A.Razzaque.Experience with the patch test for convergence of finite elements,Proc.Symp on the Mathematical Foundations of the Finite Element Method with Application to Partial Differential Operators(Baltimore 1972).A.K.Aziz,ed.,Academic Press.New York(1972),557-587. 
					
					 | 
			
| [4] | 
					 Strang,G.and G Fix.An Analysis of the Fintle Element Methods.Prentice-Hall,Englewood Cliffs(1973). 
					
					 | 
			
| [5] | 
					 Stumncl.F.,The generalized patch test.SIAM J.Numer.Anal.,16(1979),449-471. 
					
					 | 
			
| [6] | 
					 Stummcl.F.,The limitations of the patch test,Int.J.Numer.Meth.Eng.,15(1980)177-188. 
					
					 | 
			
| [7] | 
					 Stummel.F.,Basic compaciness properties of nonconforming and hybrid finite element spaces.RAIRO Anal Numer.,14(1980),81-115. 
					
					 | 
			
| [8] | 
					 Taylor,R.L.et al.A nonconforming element for stress analysis.Int.J.Numer.Meth.,Eng.10(1976).1211-1219. 
					
					 | 
			
| [9] | 
					 Wilson,E.L.et al.Incompatibte displacementwoodels,Numerical and Computer Methods in Structural Mechanics.Fenves,S.J.et al ed.,Academic Press,New York,(1973)43-57. 
					
					 | 
			
| [10] | 
					 Shi Zhong-ci.A convergence condition for the quadrilateral Wilson elemeht,Numer.Math. 
					
					 | 
			
| [11] | 
					 吴长春,关于二维弹性力学中非协调模式的若干问题(待发表). 
					
					 |