International.Journal.for.Numerical.Methods.in.Fluids.Vol.50.Issue.9.Mar.2006.eBook-TLFeBOOK

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 ╞╡ International.Journal.for.Numerical.Methods.in.Fluids.Vol.50.Issue.9.    ╞╡
 ╞╡ Mar.2006.eBook-TLFeBOOK                                                  ╞╡ 
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 │                                     ┌┐                                     │
 │  LANGUAGE  : English                ├┤  SUPPLIER :  dioxin                 │ 
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 │  ISBN      : NULL                   ├┤  PACKAGER :  Hitmanmo               │ 
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 │  PAGES     : 115                    ├┤  FORMAT   :  PDF                    │ 
 │                                     ├┤                                     │ 
 │  RLZ.DATE  : 2006-03-05             ├┤  SIZE     :  01 x 2.88 MB           │ 
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 │    The advent of modern digital computers has enabled applied              │
 │    mathematicians, engineers, and scientists to make significant progress  │
 │    in the solution of previously intractable problems. Indeed, it is now   │
 │    possible to assess the validity of previously unproven concepts         │
 │    related to complex problems. This trend is particularly valid in        │
 │    fluid mechanics, where there is an increasing need to test previously   │
 │    advocated fundamental concepts and to develop new computer-based        │
 │    numerical techniques. Indeed, it is now apparent that new concepts      │
 │    can be tested via numerical methods. The main objective of the Journal  │  
 │    Numerical Methods in Fluids is to provide a timely and readily          │
 │    accessible reference for those engaged in computer aided design and     │
 │    research in computational fluid dynamics. The topics suitable for       │
 │    inclusion range from potential flow, through viscous flow               │
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 │    The expressed intention of the Journal is the dissemination of          │  
 │    information relating to the development, refinement, and application    │  
 │    of computer-based numerical techniques for solving problems in fluids.  │  
 │    These include, but are not limited to, the Finite Difference and Finite │  
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 │    conditions to obtain a numerical solution can be quite important. The   │  
 │    submission of manuscripts in which the primary contribution is          │  
 │    experimental is encouraged, if such results are compared with           │  
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 │    the subtleties associated with the physics of fluids. Indeed, even      │  
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