Search
 
Home| Join Our Mailing List| New Reviews| New Titles
Editor's Choice| Bestsellers| Textbooks| Book Series| Study Guides| E-Catalogues
  MATHEMATICS
  Applied Mathematics
General
Mathematical Finance/
Quantitative Finance

Mathematical Physics/
Theoretical Physics

Numerical & Computational
Mathematics

Probability & Statistics
Pure Mathematics
New Titles
August Bestsellers
Editor's Choice
Nobel Lectures
Textbooks
Recent Reviews
Book Series
Related Journals
  • Reviews in Mathematical Physics (RMP)
  • International Journal of Geometric Methods in Modern Physics (IJGMMP)
  • International Journal of Number Theory (IJNT)
  • Request for related catalogues
     
      PRODUCTS
      Journals
    eBooks
    Journals Archives
    eProceedings
     
      RESOURCES
      For Librarians
    For Authors
    For Booksellers
    For Translation Rights About Us
    Contact Us
    How to Order News
    Inspection Copy
     

    HIGH ACCURACY NON-CENTERED COMPACT DIFFERENCE SCHEMES FOR FLUID DYNAMICS APPLICATIONS

    by A I Tolstykh (Russian Acad. Sci.)

    This is the first book which describes completely the nontraditional difference schemes which combine the ideas of Padé-type approximation and upwind differencing. These possess some favorable properties and can be used to solve various problems in fluid dynamics and related disciplines. They were proposed by the author in the seventies and are extensively used in Russia. However, they seem to be relatively unknown outside the country. In this book, the author presents the theory of the schemes, to provide some sophisticated algorithms for different computational fluid dynamics problems, to supply readers with useful information which would permit them to construct a rich variety of algorithms of this type and to illustrate the applications of these methods to the numerical simulation of various fluid dynamics phenomena, ranging from supersonic viscous flows to some atmosphere and ocean processes. This book is an essential guide for anyone keenly interested in this field.

     
    Contents:
    • Introduction
    • Third-Order Schemes with Compact Upwind Differencing
    • Some Extensions of Basic Ideas
    • Fifth-Order Non-Centered Compact Schemes
    • Hyperbolic Systems
    • Compact Upwind Schemes for Convection-Diffusion Equations
    • Multidimensional Problems
    • Compressible Gas Flows Described by Navier-Stokes Equations
    • Applications to Incompressible Flow Problems
    • A Solution-Dependent Coordinates for Grid Generation
    • Some Relevant Mathematical Topics
    • Bibliography
    • Index
     
    Readership: Applied mathematicians.
     


     
    332pp    Pub. date: Sep 1994  
    ISBN:   978-981-02-1668-9
    981-02-1668-8
       US$110 / £83

     


     

    Imperial College Press  |  Global Publishing  |  Asia-Pacific Biotech News  |  Innovation Magazine
    Labcreations Co  |  Meeting Matters  |  National Academies Press

    Copyright © 2009 World Scientific Publishing Co. All rights reserved.
    Updated on 20 November 2009