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Finite volume methods for hyperbolic problems
Randall J. LeVeque
Publisher: Cambridge : Cambridge University Press, 2002.
ISBN: 0521009243   DDC: 515.353   LCC: QA377   Edition: (pbk.)

Book Data

Library: University of Michigan Library
Last Loaded: 10/21/2007
MARC Timestamp: 12/09/2002
Control Number Org.:
Control Number: 004279974

MARC Record

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000  01856nam  22002894a 4500
001  004279974
005  20021209000000.0
008  021209s2002    enka     b    001 0 eng  
010      $a2001052642
020      $a0521810876
020      $a0521009243 (pb.)
035      $a(OCoLC)ocm48221422
035      $a(III)iiio41617344
040      $aDLC$cDLC$dC#P$dEYE$dEYM
042      $apcc
100  1   $aLeVeque, Randall J.,$d1955-
245  10  $aFinite-volume methods for hyperbolic problems
         /$cRandall J. LeVeque.
260      $aCambridge ;$aNew York :$bCambridge University
         Press,$c2002.
300      $axix, 558 p. :$bill. ;$c25 cm.
440   0  $aCambridge texts in applied mathematics
504      $aIncludes bibliographical references (p. 535-552)
         and index.
505  0   $aConservation laws and differential equations --
         Characteristics and Riemann problems for linear hyperbolic
         equations -- Finite-volume methods -- Introduction to the
         CLAWPACK software -- High resolution methods -- Boundary
         conditions and ghost cells -- Convergence, accuracy, and
         stability -- Variable-coefficient linear equations -- Other
         approaches to high resolution -- Nonlinear scalar
         conservation laws -- Finite-volume methods for nonlinear
         scalar conservation laws -- Nonlinear systems of
         conservation laws -- Gas dynamics and the Euler equations --
         Finite-volume methods for nonlinear systems -- Some
         nonclassical hyperbolic problems -- Source terms and balance
         laws -- Multidimensional hyperbolic problems --
         Multidimensional numerical methods -- Multidimensional
         scalar equations -- Multidimensional systems -- Elastic
         waves -- Finite-volume methods on quadrilateral grids.
650   0  $aDifferential equations, Hyperbolic$xNumerical
         solutions.
650   0  $aFinite volume method.
650   0  $aConservation laws (Mathematics)
852  0   $bSCI$cBKS$hQA 377 .L415661 2002
998      $cmcp rj

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