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14篇 您的检索式：作者名="Sansour"

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		题名	作者	年代	出处	被引量
	1	A Theory and Finite Element Formulation of Shells at Finite Deformation Involving Thickness Change显示文摘	Sansour C	1995	Arch Appl Mech1995，，65：	1
	2	An exact finite rotation shell theory, its mixed variational formulation and its finite element implementation显示文摘	SANSOUR C BUFLER H	1992	International Journal for Numerical Method in Engineering1992，34，1：	1
	3	A finite element post-processed Galerkin method for dimensional reduction in the non-linear dynamics of solids. Applications to shells显示文摘	C. Sansour P. Wriggers J. Sansour	2003	Computational Mechanics (-)2003，，1：	1
	4	A Theory and Finite Element Formulation of Shells at Finite Deformation Involving Thickness Change显示文摘	Sansour C	1995	Arch Appl Mech1995，，65：	1
	5	Nonlinear dynamics of shells: theory, finite element formula- tion, and integration schemes显示文摘	SANSOUR C WRIGGERS P SANSOUR J	1997	Nonlinear Dynam- ics1997，13，3：	1
	6	A theory and finite dement formulation of shells at finite deformations involving thickness change显示文摘	Sansour C	1995	Arch Appl Mech1995，65，：	1
	7	A finite element post-processed Galerkin method for dimensional reduction in the nonlinear dynamics of solids : Applications to shells 显示文摘	Sansour C Wriggers P Sansour J	2003	Computational Mechanics2003，32，：	1
	8	A Theory and Finite Element Formulation of Shells at Finite Deformation Involving Thickness Change 显示文摘	SANSOUR C	1995	Archive of App-lied Mechanics1995，65，：	1
	9	Isolation andcharacteriztion of two entomopathoganic nematode strains,Heterorhabditis indica (Nematoda, Rhabditida), from the west bank, palestinian territories 显示文摘	Lraki N SalahN Sansour M A	2000	Journal of Applied Entomology2000，124，910：	1
	10	A non-linear Cosserat continuum-based formulation and moving least square approximations in computations of size-scale effects in elasticity显示文摘	Sansour C Skattflla S	2008	Computational Materials Science2008，41，4：	1
	11	A strain gradient generalized continuum approach for modelling elastic scale effects显示文摘	Sansour C SkatuUa S	2009	Comput Methods Appl Mech Engrg2009，198，1516：	1
	12	A theory and finite element formulation of shells at finite deformation involving thickness change显示文摘	Sansour C	1995	Arch Appl Mech1995，，65：	1
	13	A theory and finite element formulation of shells at finite deformation involving Thickness Change 显示文摘	Sansour C	1995	Arch Appl Mech1995，，65：	1
	14	A finite element post - processed Galerkin method for dimensional reduction in the non - linear dynamics of solids:Applications to shells显示文摘	Sansour C Wriggers P and Sansour J	2003	Computational Mechanics2003，32，：	1

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