Numerical Methods for Wave Propagation: Selected by Philip Roe (auth.), Eleuterio F. Toro, John F. Clarke (eds.) PDF

By Philip Roe (auth.), Eleuterio F. Toro, John F. Clarke (eds.)

ISBN-10: 9048150477

ISBN-13: 9789048150472

ISBN-10: 9401591377

ISBN-13: 9789401591379

In could 1995 a gathering came about on the Manchester Metropolitan Uni­ versity, united kingdom, with the identify foreign Workshop on Numerical tools for Wave Propagation Phenomena. The Workshop, which was once attended by way of 60 scientists from thirteen nations, was once preceded by means of a brief direction enti­ tled High-Resolution Numerical tools for Wave Propagation Phenom­ ena. The direction contributors may perhaps then sign up for the Workshop and hear discussions of the most recent paintings within the box led via specialists answerable for such advancements. the current quantity comprises written models in their contributions from the vast majority of the audio system on the Workshop. Professor Amiram Harten, yet for his premature demise on the age of fifty years, could were one of many audio system on the Workshop. His extraordinary contributions to Numerical research of Conservation legislation are commemo­ rated during this quantity, which include the textual content of the 1st Harten Memorial Lecture, introduced by means of Professor P. L. Roe from the collage of Michigan in Ann Arbour, USA.

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Additional resources for Numerical Methods for Wave Propagation: Selected Contributions from the Workshop held in Manchester, U.K., Containing the Harten Memorial Lecture

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AIAA Journal, 25:1356-1364, 1987. Baines. Multidimensional upwinding and grid adaptation. In Proceedings of the 5th ICFD Conference, 1995. H. Vi viand. AGARD Report, AGARD-AR-211, 1985. WAVES PROPAGATION IN SATURATED RIGID POROUS MEDIA - NUMERICAL SIMULATION AND COMPARISON WITH EXPERIMENTS G. BEN-DOR AND A. LEVY Pearlstone Center for Aeronautical Engineering Studies Department of Mechanical Engineering Ben-Gurion University of the Negev, Beer Sheva, Israel AND S. SOREK Pearlstone Center for Aeronautical Engineering Studies Department of Mechanical Engineering Ben-Gurion University of the Negev, Beer Sheva, Israel Also affiliated with the Water Resource Research Center J.

The agreement between the experimental results and the numerical predictions was very good. Based on this agreement a parametric investigation using the computer code was carried out. 55 E. F. F. ). Numerical Methods for Wave Propagation, 55-73. © 1998 Kluwer Academic Publishers. 56 G. BEN-DOR ET AL. 1. Introduction If a detailed analysis of the flow field which develops inside a porous medium which is struck head-on by a shock wave is required, then the process should be analyzed using the multi-phase approach.

J. E. HUBBARD the N scheme. By the above definition of upwind, any triangle with only one downstream vertex will send the whole of its fluctuation to that node. Where it differs from other upwind schemes is in its treatment of cells with two inflow sides. tkj(uj- ui:) Skuk+l Skuk, (30) where ki,j = ~X· ni,j and contributions from other triangles are suppressed. t S· < t . ; max(O, kf) (31) • A linearity preserving scheme (which also retains the upwind and continuity properties) can be obtained from a positive upwind scheme [11] such as the N scheme by replacing the contributions, i and j, to the downstream nodes in the two-target case by 'limited' contributions, i- L(i, -j) j- L(j, -i) .

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Numerical Methods for Wave Propagation: Selected Contributions from the Workshop held in Manchester, U.K., Containing the Harten Memorial Lecture by Philip Roe (auth.), Eleuterio F. Toro, John F. Clarke (eds.)


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