Numerical solution of ordinary differential equation
Date
2022
Authors
Anower, M.S.
Islam, M.R.
Rahman, M.M.
Editors
Rana, M.
Xu, W.
Guo, Y.
Xu, W.
Guo, Y.
Advisors
Journal Title
Journal ISSN
Volume Title
Type:
Book chapter
Citation
Source details - Title: Fundamentals of Computational Methods for Engineers, 2022 / Rana, M., Xu, W., Guo, Y. (ed./s), pp.173-220
Statement of Responsibility
Conference Name
Abstract
Practically, the engineer’s deal with a lot of problems that can be expressed mathematically by ordinary differential equations (ODEs). These ODEs can be solved using both direct and iterative methods. The latter is popular as, in this case, the solution techniques are based only on the basic arithmetic operations. In this chapter, at first, we studied ordinary differential equations. Secondly, fundamental theories for the solutions of these differential equations are discussed. Then, various numerical solution techniques are explained in this regard. At the end of each technique, solutions to various engineering problems are discussed.
School/Discipline
Dissertation Note
Provenance
Description
Access Status
Rights
Copyright 2022 Bentham Science Publishers