Parallel Scientific Computing

Nonfiction, Computers, Advanced Computing, Engineering, Computer Engineering
Cover of the book Parallel Scientific Computing by Guillaume Houzeaux, Frédéric Magoules, François-Xavier Roux, Wiley
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Author: Guillaume Houzeaux, Frédéric Magoules, François-Xavier Roux ISBN: 9781118761717
Publisher: Wiley Publication: December 14, 2015
Imprint: Wiley-ISTE Language: English
Author: Guillaume Houzeaux, Frédéric Magoules, François-Xavier Roux
ISBN: 9781118761717
Publisher: Wiley
Publication: December 14, 2015
Imprint: Wiley-ISTE
Language: English

Scientific computing has become an indispensable tool in numerous fields, such as physics, mechanics, biology,
finance and industry. For example, it enables us, thanks to efficient algorithms adapted to current computers, to
simulate, without the help of models or experimentations, the deflection of beams in bending, the sound level in a theater room or a fluid flowing around an aircraft wing.
This book presents the scientific computing techniques applied to parallel computing for the numerical simulation of large-scale problems; these problems result from systems modeled by partial differential equations. Computing concepts will be tackled via examples.
Implementation and programming techniques resulting from the finite element method will be presented for direct solvers, iterative solvers and domain decomposition methods, along with an introduction to MPI and OpenMP.

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Scientific computing has become an indispensable tool in numerous fields, such as physics, mechanics, biology,
finance and industry. For example, it enables us, thanks to efficient algorithms adapted to current computers, to
simulate, without the help of models or experimentations, the deflection of beams in bending, the sound level in a theater room or a fluid flowing around an aircraft wing.
This book presents the scientific computing techniques applied to parallel computing for the numerical simulation of large-scale problems; these problems result from systems modeled by partial differential equations. Computing concepts will be tackled via examples.
Implementation and programming techniques resulting from the finite element method will be presented for direct solvers, iterative solvers and domain decomposition methods, along with an introduction to MPI and OpenMP.

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