NSU Research Contributions
Title : Analysis of Numerical Methods for Differential Algebraic Equations: The one Step Methods
Authors : M. Jamsher Ali , M. Shahjalal and M. Sahadet Hossain
Abstract : Differential algebraic equations have wide applications in the field of engineering and science where the mathematical models form the descriptor systems. Analysis and modeling of the solutions of such systems need to handle with the different equations related to the systems. A time-domain discretization, for example, finite difference, finite volume, etc., may lead to DAEs of descriptor forms. Numerical approaches for solving those differential-algebraic equations (DAEs) can be divided into two classes: direct discretizations and reformulation method (e.g., index reduction), combined with discretization. There are some limitations of direct discritization method. In this paper, the numerical methods have been discussed for strangeness-free problems with example.
| Journal : Intern. J. Fuzzy Mathematical Archive | Volume : 10 | Year : 2016 | Issue : 1 |
| Pages : 83 - 92 | City : | Edition : | Editors : |
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