A Study of General Second-Order Partial Differential Equations Using Homotopy Perturbation Method
الباحث الأول:
Mohammed S Mechee,
الباحثين الآخرين:
Adil M Al-Rammahi, Ghassan A Al-Juaifri
المجلة:
Global Journal of Pure and Applied Mathematics
تاريخ النشر:
None
مختصر البحث:
Abstract In this work, we have studied a general class of linear second-order partial
differential equations which is used as mathematical models in many physically significant
fields and applied science. The homotopy perturbation method (HPM) h…
Abstract In this work, we have studied a general class of linear second-order partial
differential equations which is used as mathematical models in many physically significant
fields and applied science. The homotopy perturbation method (HPM) has been used for
solving generalized linear second-order partial differential equation. Also, we have tested
the HPM on the solving of different implementations which show the efficiency and accuracy
of the method. The approximated solutions are agree well with analytical solutions for the ...