Homotopy Perturbation Method for Solving Jeffrey - Hamel Flow in a Wedge

In this paper, by mean`s of He`s homotopy perturbation method (HPM) an analytical solution of Jeffrey – Hamel flow in a wedge is obtained. The illustrated problem is nonlinear and it does not have an exact solution. So, if we use HPM we can deform a difficult differential equation into a simple problem which can be easily solved. Comparison is made between the obtained and those in open literature. Results show that the method is very effective and simple
 

مقالات
حجم فایل314 کیلوبایت
زبان مقالهENGLISH
سال انتشار2012
محل انتشارAdv. Studies Theor. Phys
مشخصات کلی
تعداد صفحات10
تعداد صفحات محصول1-20

نظر بدهید

توجه: HTML ترجمه نمی شود!
    بد           خوب

Lorem ipsum dolor sit amet, consectetur adipiscing elit. Aliquam iaculis egestas laoreet. Etiam faucibus massa sed risus lacinia in vulputate dolor imperdiet. Curabitur pharetra, purus a commodo dignissim, sapien nulla tempus nisi, et varius nulla urna at arcu.Lorem ipsum dolor sit amet, consectetur adipiscing elit. Aliquam iaculis egestas laoreet. Etiam faucibus massa sed risus lacinia in vulputate dolor imperdiet. Curabitur pharetra, purus a commodo dignissim, sapien nulla tempus nisi, et varius nulla urna at arcuLorem ipsum dolor sit amet, consectetur adipiscing elit. Aliquam iaculis egestas laoreet. Etiam faucibus massa sed risus lacinia in vulputate dolor imperdiet. Curabitur pharetra, purus a commodo dignissim, sapien nulla tempus nisi, et varius nulla urna at arcu. 

Homotopy Perturbation Method for Solving Jeffrey - Hamel Flow in a Wedge

  • تولید کننده: N. Moallemi
  • شناسنامه: MC2-1131-paper2
  • موجودی: در انبار
  • تاریخ چاپ: 2016-10-23
  • نویسنده: N. Moallemi, I. Shafieenejad, H. Beigpour and A. Ghorbanpour
  • ژورنال: Adv. Studies Theor. Phys
  • رایگان

برچسب ها: Homotopy perturbation method, Jeffrey – Hamel flow, nonlinear equation, HPM