On nonlinear artificial viscosity, discrete maximum principle and hyperbolic conservation laws
Eric Burman Artikkel Engelsk
*0011444008 *008080107s2007 xx# 000 0 eng *019 $bk *08230$a515.3 *100 $aBurman, Eric$uEcole Polytechnique Fédérale de Lausanne, Institute of Analysis and Scientific Computing, Lausanne, Switzerland : eric.burman@epfl.ch$_161181400 *245 $aOn nonlinear artificial viscosity, discrete maximum principle and hyperbolic conservation laws *300 $aS. [715]-733 : ill. *500 $aVitenskapelig artikkel *5208 $aInneholder sammendrag *650 $aHyperbolske systemer$2norart$_36825000 *650 $aNumeriske metoder$2norart$_16973300 *650 $afinite-element metode$9nor$2norart$_159404900 *650 $akonserveringslover$9nor$2norart$_161181600 *650 $anumerisk$aanalyse$2norart$_24020000 *653 $aartificial viscosity$9eng$_161181700 *653 $aconservation laws$9eng$_158665200 *653 $adiscrete maximum principle$9eng$_161181800 *653 $amonotone scheme$9eng$_161181900 *653 $aslope limiter$9eng$_161182000 *653 $astabilized finite element methods$9eng$_161182100 *773 $tBIT : numerical mathematics$gVol. 47, no. 4 (2007)$x0006-3835$w(NO-LaBS)655878(tnr) *8564 $uhttps://doi.org/10.1007/s10543-007-0147-7 *999 $z800419700$anorart:800419700 ^