Incompressible Computational Fluid Dynamics: Trends and Advancesby Max D. Gunzburger
The book provides an entrée into the current research in the field. It can also serve as a source book for researchers and others who require information on methods and techniques.See more details below
The book provides an entrée into the current research in the field. It can also serve as a source book for researchers and others who require information on methods and techniques.
- Cambridge University Press
- Publication date:
- Product dimensions:
- 5.90(w) x 8.90(h) x 1.30(d)
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Table of Contents
1. A few tools for turbulence models in Navier–Stokes equations B. Cardot, B. Mohammadi and O. Pironneau; 2. On some finite element methods for the numerical simulation of incompressible viscous flow Edward J. Dean and Roland Glowinski; 3. CFD - an industrial perspective Michael S. Engelman; 4. Stabilized finite element methods Leopoldo P. Franca, Thomas J. R. Hughes and Rolf Stenberg; 5. Optimal control and optimization of viscous, incompressible flows Max D. Gunzburger, L. Steven Hou and Thomas P. Svobodny; 6. A fully-coupled finite element algorithm, using direct and iterative solvers, for the incompressible Navier–Stokes equations W. G. Habashi, M. F. Peeters, M. P. Robichaud and V-N. Nguyen; 7. Numerical solution of the incompressible Navier–Stokes equations in primitive variables on unstaggered grids M. Hafez and M. Soliman; 8. Spectral element and lattice gas methods for incompressible fluid dynamics George Em Karniadakis, Steven A. Orszag, Einar M Rønquist and Anthony T. Patera; 9. Design of incompressible flow solvers: practical aspects Rainald Löhner; 10. The covolume approach to computing incompressible flows R. A. Nicolaides; 11. Vortex methods: an introduction and survey of selected research topics Elbridge Gerry Puckett; 12. New emerging methods in numerical analysis: applications to fluid mechanics Roger Temam; 13. The finite element method for three-dimensional incompressible flow R. W. Thatcher; 14. A posteriori error estimators and adaptive mesh-refinement techniques for the Navier–Stokes equation R. Verfürth.
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