《Basic Theory of Finite Element Method》作者:科学出版社,出版社:2023年4月 第31版,ISBN:79.00。本书主要阐述有限元法基础理论,通过介绍有限元法的基本概念和关键技术,使读者建立该方法的知识体系。本书
To discuss the existence of generalized solutions and finite element (FE) and mixed FE (MFE) solutions for partial differential equations (PDEs), we need to use the basic principles of functional analysis including generalized derivatives and Sobolev spaces, which are bases for the numerical ...
1996年他与瑞士联邦理工学院的Wolf J.P.教授共同创立了比例边界有限元法(Scaled Boundary Finite Element Method, SBFEM)。这种新型数值方法兼具了有限元法与边界元法的优点同时又避免了其缺点,其主要特点包括精度高、计算量节省,并且在处理无限域问题和应力奇异性方面具有突出优点。近年来在International Journal for ...
A recent paper introduced the network element method (NEM) where the usual mesh was replaced by a discretization network. Using the associated network geometric coefficients and following the virtual element framework, a consistent and stable numerical s
Basic Concepts of the Finite Element Method:有限元法的基本概念 FINITE ELEMENT PROCEDURES:有限元程序 Finite Element Method 2D heat conduction Analysis of 3-D Contact Mechanics Problems by the Finite Element and Boundary Element Methods 混合和混合有限元方法 Mixed and Hybrid Finite Element Methods - Bre...
The Mathematical Theory of Finite Element Methods Susanne C. Brenner & L. Ridgway Scott Part of the book series: Texts in Applied Mathematics ((TAM,volume 15)) 1417 Accesses Abstract The finite element method provides a formalism for generating discrete (finite) algorithms for approximating the...
The MSTEP module in eta/DYNAFORM is based on an improved Inverse Approach, which overcomes the fast strain localization of traditional total strain theory. The traditional Inverse Approach leads to highly nonlinear equation systems as a result of large displacements, large strain and elasto-plastic ...
The Mathematical Theory of Finite Element Methods This book develops the basic mathematical theory of the finite element method, the most widely used technique for engineering design and analysis. This exp... SC Brenner,LR Scott - Springer-Verlag 被引量: 8366发表: 1994年 ...
Undergrad level of Calculus/Linear Algebra/Mathematical Method of Physics (i.e courses in Sichuan Univ. :-) ) Basic knowledge of Group theory (Finite/ Lie) An interesting example to illustrate what topology cares about is proving thefundamental theorem of algebrawith the help of Cauchy theorem....
We compare two methods of solution of the second basic problem of elasticity for cones and conoids. The first is FEM (Galerkinmethod) and the second is the