- All Journals
- Al-Qadisiyah University
- Basrah University
- Kirkuk University
- Mosul University
- The Iraqi Borad for Medical Specialization
- University of Anbar
- University of Technology
- Al Mustafa University
- Al-Zahraa University for Women
- Alnoor University
- Kunooz University
- Misan University
- Ninevah University
- Tikrit University
- University of Al-Hamdaniya
- University of Kerbala
Asymptotic Solution of Singularly Pertubeted Problems with Quadratic Small Parameter | ||
| Journal of University of Babylon | ||
| Article 1, Volume 26, Issue 1, 2018, Pages 322-328 | ||
| Author | ||
| Methaq Hamza Geem | ||
| Abstract | ||
| In this paper we study singularly perturbed with initial problem of the system with two linear ordinary differential equations, each of which contains small parameter in its derivative and quadratic the same small parameter in one of them. A uniform asymptotic expansion is constructed on a time interval solution of the problem. obtained formulas for the terms of internal expansion, they allow us to find them only through algebraic operations, finally we give examples which related with our subject. | ||
| Keywords | ||
| differential equations; asymptotic; singularly perturbed; boundary function; small parameeter; direct scheme | ||
|
Statistics Article View: 38 PDF Download: 16 |
||