The numerical treatment of nonlinear parabolic partial differential equations governing convection-diffusion processes

Research Authors
El-Gendi, SE and Ibrahim, MA-K and Shamardan, AB
Research Department
Department of Mathematics
Research Journal
International journal of computer mathematics
Research Member
Salah El-deen Abdel-salam Abdel-rahman Elgendy
Research Pages
111-127
Research Rank
1
Research Vol
25(2)
Research Year
1988

Quantum Binary and Triplet Distribution Functions of Plasma by using Green's Function

Research Abstract
The aim of this paper is to calculate the binary and triplet distribution functions for one and two component Plasmas in terms of Green's function technique. We obtained the triplet distribution function in two form; one of them is based on the Kirkwood Superposition Approximation (KSA) which is consisting of the assumption that the potential in a set of three particles is the sum of the three pair potentials, this is equivalent to assuming that the triplet distribution function is the product of the three binary distribution functions, but the other form is calculated from BBGKY hierarchy.
Research Authors
N. A. Hussein, D. A. Eisa, A. N. A. Osman and R. A. Abbas
Research Department
Department of Mathematics
Research Journal
Contributions to Plasma Physics
Research Member
Nagat Abdel-rahman Hussein Mohamed
Research Pages
815–826
Research Rank
1
Research Vol
Vol. 54 , NO. 10
Research Year
2014

The numerical treatment of a singular integro-differential equations arising from the diffusion of discrete particles in a turbulent fluid

Research Authors
El-Gendi, SE and Ibrahim, MAK and Shamardan, AB
Research Department
Department of Mathematics
Research Journal
J. Nat. Sci. Math
Research Member
Salah El-deen Abdel-salam Abdel-rahman Elgendy
Research Pages
95-106
Research Rank
1
Research Vol
28
Research Year
1988
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