Add to ORKGAbstract: A boundary element method is proposed for solving an inhomogeneous biharmonic equation with a right-hand side containing the sought function and its derivatives. The accuracy of numerical results obtained for a test problem is analyzed by comparing them with its analytical solution. The flow through a porous medium with a nonuniform permeability distribution based on the Brinkman model is computed
<p>An algorithm for self-regularization of Fredholm integral equations of first kind<br />boundary v...
AbstractThe domain decomposition method proposed by Schwarz [1] is gaining significance in view of t...
A boundary element method (BEM) is obtained for a\ud boundary value problem of homogeneous anisotrop...
This paper deals with approximate solutions to integral equations arising in boundary value problems...
This paper deals with approximate solutions to integral equations arising in boundary value problems...
An improved boundary element formulation (BEM) for two‐dimensional non‐homogeneous biharmonic analys...
Paper presented at the 10th Biennial Computation Techniques and Applications Conference (CTAC2001) h...
A boundary element method for the solution of two- and three-dimensional problems of groundwater flo...
A new non-conforming finite element method is proposed for the approximation of the biharmonic equat...
Development of techniques to provide rapid and accurate evaluation of the integrations required in b...
AbstractWe consider numerical methods of the four scalar integral equation formulas for the biharmon...
We consider a finite element method based on biorthogonal or quasi-biorthogonal systems for the biha...
AbstractA standard initial-boundary value problem which commonly appears in the theory of groundwate...
In the present paper we study some properties of solutions of biharmonic problems. Namely, we study ...
We consider a finite element method based on biorthogonal or quasi-biorthogonal systems for the biha...
<p>An algorithm for self-regularization of Fredholm integral equations of first kind<br />boundary v...
AbstractThe domain decomposition method proposed by Schwarz [1] is gaining significance in view of t...
A boundary element method (BEM) is obtained for a\ud boundary value problem of homogeneous anisotrop...
This paper deals with approximate solutions to integral equations arising in boundary value problems...
This paper deals with approximate solutions to integral equations arising in boundary value problems...
An improved boundary element formulation (BEM) for two‐dimensional non‐homogeneous biharmonic analys...
Paper presented at the 10th Biennial Computation Techniques and Applications Conference (CTAC2001) h...
A boundary element method for the solution of two- and three-dimensional problems of groundwater flo...
A new non-conforming finite element method is proposed for the approximation of the biharmonic equat...
Development of techniques to provide rapid and accurate evaluation of the integrations required in b...
AbstractWe consider numerical methods of the four scalar integral equation formulas for the biharmon...
We consider a finite element method based on biorthogonal or quasi-biorthogonal systems for the biha...
AbstractA standard initial-boundary value problem which commonly appears in the theory of groundwate...
In the present paper we study some properties of solutions of biharmonic problems. Namely, we study ...
We consider a finite element method based on biorthogonal or quasi-biorthogonal systems for the biha...
<p>An algorithm for self-regularization of Fredholm integral equations of first kind<br />boundary v...
AbstractThe domain decomposition method proposed by Schwarz [1] is gaining significance in view of t...
A boundary element method (BEM) is obtained for a\ud boundary value problem of homogeneous anisotrop...