عنوان المقالة: Numerical solution for the time-fractional diffusion-wave equations by using sinc-Legendre collocation method
أ.م.د. محمد غازي صبري الصافي | Assist. Prof. Dr. Mohammed Ghazi Sabri Al-Safiِِِ | 3299
نوع النشر
مجلة علمية
المؤلفون بالعربي
اسامة حميد محمد، فاضل صبحي فاضل، محمد غازي صبري الصافي
المؤلفون بالإنجليزي
Osama H. Mohammed , Fadhel S. F , Mohammed G. S. Al-safi
الملخص الانجليزي
In this paper the numerical solution of fractional diffusion wave equation is proposed. The fractional derivative will be in the Caputo sense. The proposed method will be based on shifted Legendre collocation scheme and sinc function approximation for time and space respectively. The problem is reduced to the problem into a system of algebraic equations after implementing this method. For demonstrating the validity and applicability of the proposed numerical scheme some examples are presented.
تاريخ النشر
01/01/2015
الناشر
Mathematical Theory and Modeling
رقم المجلد
5
رقم العدد
1
ISSN/ISBN
2224-5804/2225-0522
رابط DOI
doi=10.1.1.671.9493
الكلمات المفتاحية
Fractional diffusion equation, Sinc functions, shifted Legendre polynomials, Collocation method.
رجوع