بحث المنشور في كلية العلوم

Error Estimate The Discontinuous Galerkin Finite Element Method For Convection Diffusion Problems Hashim Kashkool Yahya Salim And Ghazi Muften Dep

File analysis & info

Content breakdown

Error Estimate Of The Discontinuous Galerkin Finite Element Method For Convection Diffusion Problems Hashim A Kashkool Yahya H Salim And Ghazi A Muften Dep Of Mathematics College Of Education University Of Basrah Basrah Iraq Abstract This Paper Presents The Theory Analysis Of The Discontinuous Galerkin Finite Element DGFE Method With Respect To Space Variables Only Is Applied Whereas Time Remains Continuous Of Linear Convection Diffusion Problem The Properties Of The Bilinear Form V Elliptic And Continuity Of DGFE Stability Are Proved And The Approximate Solution Is Converges With Error Of Order Mathematics Subject Classification 65 NXX 65 N 30 Keywords Linear Convection Diffusion Equation Discontinuous Galerkin Method Error Estimate Convergent And Stability 1 Introduction A Number Of Complex Problems From Science And Technology Aerospace Engineering Turbo Machinery Oil Recovery Meteorolo

Loading content...