Finite element solution for elliptic partial differential equations

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" Finite element solution for elliptic partial differential equations "
Hossen, Khalid Abd A.

Document Type	:	Latin Dissertation
Record Number	:	828487
Doc. No	:	TLets350006
Main Entry	:	Hossen, Khalid Abd A.
Title & Author	:	Finite element solution for elliptic partial differential equations\ Hossen, Khalid Abd A.
College	:	Loughborough University of Technology
Date	:	1984
student score	:	1984
Degree	:	Thesis (Ph.D.)
Abstract	:	The contents of this thesis are a detailed study of the implementation of Finite Element method for solving linear and non-linear elliptic partial differential equations. It commences with a description and classification of partial differential equations, the related matrix and eigenvalue theory and the related matrix methods to solve the linear and non-linear systems of equations. In Chapter Three, we discuss the development of the, finite element method and its application with a full description of an orderly step-by-step process. In Chapter Four, we discuss the implementation of developing an efficient easy-to-use finite element program for the general two-dimensional problem along with the capability of handling problems for different domains and boundary conditions and with a fully automated mesh generation and refinement technique along with a description of generalised pre- and post-processors for the Finite Element Method.
Subject	:	Pure mathematics
Added Entry	:	Loughborough University