| Numerical Solution of Double Integral of Singular Derivatives Using Trapezoidal Method with Romberg Acceleration | |
| بحث |
النوع: |
| علوم |
التخصص العام: |
| Wafaa Hadi Hanoon |
اسم الناشر: |
| Rusul Hassan Naser |
اسماء المساعدين: |
| Journal of Advances in Mathematics |
الجهة الناشرة: |
| Journal of Advances in Mathematics (JAM) is an International, open access, peer reviewed, online journal. The journal welcomes the submission of manuscripts that meet the general criteria of significance and scientific preeminence in all areas of mathematics.
Publisher Name Council for innovative Research
Publisher Country India
Publication Language English
Publication type Online
Publication frequency per year Bimonthly
ISSN No. 2347-1921
Current year Impact Factor 1.296
Journal Content Link
www.cirjam.com/ojs/index.php/jam/issue/archive
Journal Mail id [email protected]
Journal Website
www.cirjam.com
Year of starting 2013 |
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| 2015 |
سنة النشر: |
الخلاصة
The goal of this paper is to evaluate numerically a double integral of partial Derivatives Using RTRT Method. For Trapezoidal method (one of Newton-Cotes formula) which will be based on two dimensions x and y. In addition to that Romberg acceleration rule will be used to get more accurate results together with less time (faster convergence) and number of subintervals which are involved. We shall refer to this method by RTRT, where R stands for Romberg acceleration and T for Trapezoidal rule. |
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| تحليل عددي |
| جبرضبابي |
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