Finite Volume Methods for Hyperbolic Problems (Cambridge Texts in Applied Mathematics)
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Word Count
144,500 words, Guess
Page Count
578 pages
Physical Format
Paperback
Identifiers
- Internet Archivefinitevolumemeth00leve_321
- Internet Archivefinitevolumemeth00rlev
- Internet Archivefinitevolumemeth0000leve
- Internet Archivefinitevolumemeth00leve
- ISBN-139780521009249
and 7 more
- ISBN-100521009243
- LibraryThing1569602
- Goodreads3312440
- Library of Congress Control Number2001052642
- OCLC Control Number48221422
- Better World Books9780521009249
- Open LibraryOL7713017M
Classifications
- LCCQA377 .L41566 2002
First Sentence
To see how conservation laws arise from physical principles, we will begin by considering the simplest possible fluid dynamics problem, in which a gas or liquid is flowing through a one-dimensional pipe with some known velocity u(x, t), which is assumed to vary only with x, the distance along the pipe, and time t.
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