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Jun Zou Department of Mathematics The Chinese University of Hong Kong

Jun Zou Department of Mathematics The Chinese University of Hong Kong

Iterative Methods with Inexact Preconditioners and Applications to Saddle-point Systems & Electromagnetic Maxwell Systems. Jun Zou Department of Mathematics The Chinese University of Hong Kong http://www.math.cuhk.edu.hk/~zou Joint work with Qiya Hu (CAS, Beijing).

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674 views • 43 slides
The ?-model of sub-gridscale turbulence in the Parallel Ocean Program (POP)

The ?-model of sub-gridscale turbulence in the Parallel Ocean Program (POP)

The ?-model of sub-gridscale turbulence in the Parallel Ocean Program (POP). Matthew Hecht 1 , Beth Wingate 1 and Mark Petersen 1 with Darryl Holm 1,2 and Bernard Geurts 3 1 Los Alamos 2 Imperial College, Great Britain 3 Twente University, Netherlands LA-UR-05-0887. Ocean Modeling.

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375 views • 27 slides
Fluid Simulation for Graphics

Fluid Simulation for Graphics

Fluid Simulation for Graphics. Minor project under guidance of Prof. P. Kalra Abhinav Golas Akram Khan. Outline. Fluid animation What it is What it is not Uses Models Work done Work done earlier Current focus Future work. Fluid animation.

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274 views • 14 slides
A pressure-stabilized characteristic-curve FE scheme for the Navier-Stokes equations

A pressure-stabilized characteristic-curve FE scheme for the Navier-Stokes equations

A pressure-stabilized characteristic-curve FE scheme for the Navier-Stokes equations. HN. The characteristic-curve method. The Navier-Stokes eqns. Material derivative. A pressure-stabilized characteristic-curve FEM for the NS eqns. Scheme (P1/P1). The matrix is symmetric.

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233 views • 8 slides

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