Numerical Methods in Astrophysics: An Introduction

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Peter Bodenheimer (University of California, Santa Cruz, USA) Gregory P. Laughlin (University of California, USA)

Numerical Methods in Astrophysics

An Introduction

Peter Bodenheimer (University of California, Santa Cruz, USA), Gregory P. Laughlin (University of California, USA), Michal Rozyczka , Tomasz Plewa (Florida State University, USA)

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English

Institute of Physics Publishing
13 December 2006

Astrophysics

Series: Series in Astronomy and Astrophysics

Numerical Methods in Astrophysics: An Introduction outlines various fundamental numerical methods that can solve gravitational dynamics, hydrodynamics, and radiation transport equations. This resource indicates which methods are most suitable for particular problems, demonstrates what the accuracy requirements are in numerical simulations, and suggests ways to test for and reduce the inevitable negative effects.

After an introduction to the basic equations and derivations, the book focuses on practical applications of the numerical methods. It explores hydrodynamic problems in one dimension, N-body particle dynamics, smoothed particle hydrodynamics, and stellar structure and evolution. The authors also examine advanced techniques in grid-based hydrodynamics, evaluate the methods for calculating the gravitational forces in an astrophysical system, and discuss specific problems in grid-based methods for radiation transfer. The book incorporates brief user instructions and a CD-ROM of the numerical codes, allowing readers to experiment with the codes to suit their own needs.

With numerous examples and sample problems that cover a wide range of current research topics, this highly practical guide illustrates how to solve key astrophysics problems, providing a clear introduction for graduate and undergraduate students as well as researchers and professionals.

By: Peter Bodenheimer (University of California Santa Cruz USA), Gregory P. Laughlin (University of California, USA), Michal Rozyczka, Tomasz Plewa (Florida State University, USA), Harold. W Yorke (Jet Propulsion Laboratory, PASADENA, USA)
Imprint: Institute of Physics Publishing
Country of Publication: United Kingdom
Volume: 12
Dimensions: Height: 234mm, Width: 156mm, Spine: 26mm
Weight: 635g
ISBN: 9780750308830
ISBN 10: 0750308834
Series: Series in Astronomy and Astrophysics
Pages: 346
Publication Date: 13 December 2006
Audience: College/higher education , Professional and scholarly , Professional & Vocational , A / AS level , Further / Higher Education
Replaced By: 9781498725620
Format: Hardback
Publisher's Status: Active

Basic Equations. Numerical Approximations to Partial Differential Equations. N-Body Particle Methods. Smoothed Particle Hydrodynamics. Stellar Evolution. Grid-Based Hydrodynamics. Poisson Equation. Magnetohydrodynamics. Radiation Transport. Numerical Codes.

Peter Bodenheimer, Gregory P. Laughlin, Michal Rozyczka, Tomasz Plewa, Harold W. Yorke

Reviews for Numerical Methods in Astrophysics: An Introduction

... a very thorough introduction ... the book is ideal for a postgraduate student just beginning a Ph.D. in numerical astrophysics or for an undergraduate with a numerical project. However, it also offers more advanced researchers and professionals [with] a clear and useful reminder of the important issues involved in numerical algorithms. ... The codes make an interesting addition to the book in that they allow the reader to actually try out ... some of the numerical algorithms discussed in the book. ... -Matthew Bate, Geophysical and Astrophysical Fluid Dynamics The sweep of the book is impressive given its size. Even with the space constraint, room has been found for excellent discussions of code stability, starting with very simple examples, and including nice comparative discussions for various techniques . . . This is a most welcome and carefully thought out book that should help in the search for deeper subterranean seams. -James Collett, Physical Sciences Educational Review, 2007, Vol. 8, No. 1