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High-Resolution Methods for Incompressible Flows


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ISBN: Ostalo
Godina izdanja: 2005
Jezik: Engleski
Oblast: Mehanika
Autor: Strani

58967) High-Resolution Methods for Incompressible and Low-Speed Flows , Dimitris Drikakis , William Rider , Springer Berlin 2005 ; Computational Fluid and Solid Mechanics ;
With 480 Figures and 32 Tables
This book covers the basic techniques for simulating incompressible and low-speed flows with high fidelity in conjunction with high-resolu- tion methods. This includes techniques for steady and unsteady flows with high-order time integration and multigrid methods, as well as specific issues associated with interfacial and turbulent flows. The book is addressed to a broad readership, including engineers and scientists concerned with the development or application of computational methods for fluid flow problems in: Mechanical, Aerospace, Civil and Chemical Engineering, Biological Flows, Atmospheric and Oceanographic Applications as well as other Environmental disciplines. It can be used for teaching postgraduate courses on Computational Fluid Dynamics and Numerical Methods in Engineering and Applied Mathematics, and can also be used as a complementary textbook in undergraduate CFD courses.

Dimitris Drikakis

is Professor and Head of Fluid Mechanics and Computational Science Group at Cranfield University, United Kingdom. His research interests include computational methods, modeling of turbulent flows, unsteady aerodynamics, flow instabilities, shock waves and gas dynamics, biolo- gical flows, computational nanotechnology and nanoscience, and high performance computing.

William Rider

is project and team leader in the Continuum Dynamics Group in the Computer and Computational Sciences Division of the Los Alamos National Laboratory (LANL), U.S.A. His principal interest is computa- tional physics with an emphasis on fluid dynamics, radiation transport, turbulent mixing, shock physics, code verification, code validation and models for turbulence.
hard cover, size 16,5 x 24 cm , 622 pages

CENOVNIK POŠTE SRBIJE od 1.aprila 2023. ZA PREPORUČENE TISKOVINE: :

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Predmet: 74672501
58967) High-Resolution Methods for Incompressible and Low-Speed Flows , Dimitris Drikakis , William Rider , Springer Berlin 2005 ; Computational Fluid and Solid Mechanics ;
With 480 Figures and 32 Tables
This book covers the basic techniques for simulating incompressible and low-speed flows with high fidelity in conjunction with high-resolu- tion methods. This includes techniques for steady and unsteady flows with high-order time integration and multigrid methods, as well as specific issues associated with interfacial and turbulent flows. The book is addressed to a broad readership, including engineers and scientists concerned with the development or application of computational methods for fluid flow problems in: Mechanical, Aerospace, Civil and Chemical Engineering, Biological Flows, Atmospheric and Oceanographic Applications as well as other Environmental disciplines. It can be used for teaching postgraduate courses on Computational Fluid Dynamics and Numerical Methods in Engineering and Applied Mathematics, and can also be used as a complementary textbook in undergraduate CFD courses.

Dimitris Drikakis

is Professor and Head of Fluid Mechanics and Computational Science Group at Cranfield University, United Kingdom. His research interests include computational methods, modeling of turbulent flows, unsteady aerodynamics, flow instabilities, shock waves and gas dynamics, biolo- gical flows, computational nanotechnology and nanoscience, and high performance computing.

William Rider

is project and team leader in the Continuum Dynamics Group in the Computer and Computational Sciences Division of the Los Alamos National Laboratory (LANL), U.S.A. His principal interest is computa- tional physics with an emphasis on fluid dynamics, radiation transport, turbulent mixing, shock physics, code verification, code validation and models for turbulence.
hard cover, size 16,5 x 24 cm , 622 pages
74672501 High-Resolution Methods for Incompressible Flows

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