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Analysis of particulate behavior in porous media
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Applied Mathematics and Mechanics(English Edition) 2008年 第4期29卷 511-516页
作者： hani i.siyyam M.H.Hamdan Department of Mathematics and Physics College of Arts and SciencesQatar UniversityP.O.Box 2713DohaQatar Department of Mathematical Sciences University of New BrunswickP.O.Box 5050Saint JohnNew BrunswickCanada
in this work, we analyze the behavior of the particle phase in the flow of a particle-laden mixture through a porous medium. An attempt is made to model the diffusion and dispersion processes, and to quantify the devi... 详细信息
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AN ACCURATE SOLUTiON OF THE POiSSON EQUATiON BY THE FiNiTE DiFFERENCE-CHEBYSHEV-TAU METHOD
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Applied Mathematics and Mechanics(English Edition) 2001年 第8期22卷 935-939页
作者： hani i. siyyam (Department of Mathematics and Statistics, Jordan University of Science and Technology, irbid_Jordan) (Communicated by DAi Shi_qiang) Department of Mathematics and Statistics Jordan University of Science and Technology Irbid Jordan
A new finite difference-Chebyshev-Tau method for the solution of the two-dimensional Poisson equation is presented. Some of the numerical results are also presented which indicate that the method is satisfactory and c... 详细信息
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NUMERiCAL METHOD FOR SOLViNG LiNEAR BOUNDARY VALUE PROBLEMS BY THE CHEBYSHEV τ-METHOD
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Applied Mathematics and Mechanics(English Edition) 1999年 第8期20卷 52-58页
作者： Muhammed i. Syam 1, hani i. siyyam 2, Qassem Al_Moudalal 1 (1 Department of Mathematics, Yarmouk University, irbid_Jordan 2 Department of Mathematical Science, Jordan University of Science and Technology, irbid_Jordan) (Communicated b
A new τ _method is presented for the two dimensional linear boundary value problems. Theoretical and numerical analyses are presented. These results indicate that our method works nicely and efficiently.
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