المجلد |
مجلة جامعة الأزهر , سلسلة العلوم الطبيعية , ديسمبر 2019 , مجلد21, عدد1 |
تاريخ النشر |
2019 |
عنوان البحث |
Lie Group Analysis of Conformable Fractional Kadamtsev-Petviashvili Equation |
ملخص البحث |
Abstract:
Lie group analysis is used to investigate invariance properties of nonlinear fractional partial differential equations with three independent variables. The analysis is applied to the conformable fractional Kadamtsev-Petviashvili equation (KP). All of the vector fields and the Lie symmetries are obtained. We show that the conformable fractional KP equation can be converted to a conformable fractional partial differential equation with two independent variables. Henceforth, the produced equation can be transformed to a conformable fractional ordinary differential equation.
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لغة البحث |
ENGLISH |
الباحثون |
Basema Tayyan |
Ayman Sakka |
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ملف مرفق |
NS-2019-06.pdf |
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