أعضاء هيئة التدريس - جامعة بنها
Fractional diffusion equation with double and triple Laplace Adomian decomposition methods.
MSA Engineering Journal • 2022
معلومات البحث
المؤلفون
Aisha F. Fareed; D. A. Hammad; Menna T. M. M.
الكلمات المفتاحية
Double Laplace transform, Triple Laplace transform, Adomain
decomposition method, fractional diffusion equation, Mittag-Leffler
function.
المجلة العلمية
MSA Engineering Journal
الناشر
Not Available
المجلد
1
العدد
1
الصفحات
1-19
publication.type
Local
رابط البحث
Open Link
المواد المرفقة
Doaa Ahmed Abd El-wahab Hammad_MSAENG_Volume 1_Issue 1_Pages 1-19.pdf
الملخص
This paper aims to present an analytical and approximation method
to get the solution of the space-time fractional diffusion equation. This
suggested method is based on a combination of the double and triple Laplace
transforms with the Adomain decomposition method. The presented
methodology is tested on illustrative examples and the results show that it is
a simple, efficient, and reliable method.
This paper aims to present an analytical and approximation method
to get the solution of the space-time fractional diffusion equation. This
suggested method is based on a combination of the double and triple Laplace
transforms with the Adomain decomposition method. The presented
methodology is tested on illustrative examples and the results show that it is
a simple, efficient, and reliable method.
to get the solution of the space-time fractional diffusion equation. This
suggested method is based on a combination of the double and triple Laplace
transforms with the Adomain decomposition method. The presented
methodology is tested on illustrative examples and the results show that it is
a simple, efficient, and reliable method.
This paper aims to present an analytical and approximation method
to get the solution of the space-time fractional diffusion equation. This
suggested method is based on a combination of the double and triple Laplace
transforms with the Adomain decomposition method. The presented
methodology is tested on illustrative examples and the results show that it is
a simple, efficient, and reliable method.