The application of boundary conditions and other constraints to the stiffness matrix and load vector is an integral part of any finite element code. This process is usually trivial but can present difficulties to the point where some codes disallow certain combinations of commonly occurring boundary conditions. A general approach to this problem is presented and applied to representative examples. Necessary and sufficient conditions are obtained under which constraints can be applied sequentially. Bounds are obtained for the condition number of the reduced system showing it is essentially the same as for the original problem
AbstractWe discuss the stabilization of finite element methods in which essential boundary condition...
The development of a method which allows different element types to be used in different parts of a ...
Methods of boundary and finite elements in mechanics of a deformed solid body are investigated in th...
The application of boundary conditions and other constraints to the stiffness matrix and load vector...
In finite element (FE) analysis, traditional penalty methods impose constraints by adding virtual st...
multiplier Summary. This paper is devoted to the imposition of Dirichlet type conditions within the ...
As is well known, the formulation of a multipoint boundary problem involves three main components: ...
The formulation of considering multipoint boundary problem includes three main components: a descrip...
The scaled boundary method is a semi-analytical method developed by Wolf and Song (1996) to derive t...
This paper is devoted to the imposition of Dirichlet type conditions within the eXtended Finite Elem...
The usage of the boundary integral equation method for nonhomogeneous problems and the combination o...
In most structural problems the object is usually to find the distribution of stress in elastic body...
The implementation of a combined boundary element‐finite element analysis capability is discussed. A...
A rigorous finite element numerical procedure is proposed for the computation of guaranteed lower an...
The general procedure developed by shih for eliminating computer coding errors has been both simplif...
AbstractWe discuss the stabilization of finite element methods in which essential boundary condition...
The development of a method which allows different element types to be used in different parts of a ...
Methods of boundary and finite elements in mechanics of a deformed solid body are investigated in th...
The application of boundary conditions and other constraints to the stiffness matrix and load vector...
In finite element (FE) analysis, traditional penalty methods impose constraints by adding virtual st...
multiplier Summary. This paper is devoted to the imposition of Dirichlet type conditions within the ...
As is well known, the formulation of a multipoint boundary problem involves three main components: ...
The formulation of considering multipoint boundary problem includes three main components: a descrip...
The scaled boundary method is a semi-analytical method developed by Wolf and Song (1996) to derive t...
This paper is devoted to the imposition of Dirichlet type conditions within the eXtended Finite Elem...
The usage of the boundary integral equation method for nonhomogeneous problems and the combination o...
In most structural problems the object is usually to find the distribution of stress in elastic body...
The implementation of a combined boundary element‐finite element analysis capability is discussed. A...
A rigorous finite element numerical procedure is proposed for the computation of guaranteed lower an...
The general procedure developed by shih for eliminating computer coding errors has been both simplif...
AbstractWe discuss the stabilization of finite element methods in which essential boundary condition...
The development of a method which allows different element types to be used in different parts of a ...
Methods of boundary and finite elements in mechanics of a deformed solid body are investigated in th...