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  1. Mathematical Models and Computer Simulations
  2. Mathematical Models and Computer Simulations : Volume 6
  3. Mathematical Models and Computer Simulations : Volume 6, Issue 2, March 2014
  4. A comparison of the CABARET and MUSCL-type schemes
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Mathematical Models and Computer Simulations : Volume 9
Mathematical Models and Computer Simulations : Volume 8
Mathematical Models and Computer Simulations : Volume 7
Mathematical Models and Computer Simulations : Volume 6
Mathematical Models and Computer Simulations : Volume 6, Issue 6, November 2014
Mathematical Models and Computer Simulations : Volume 6, Issue 5, September 2014
Mathematical Models and Computer Simulations : Volume 6, Issue 4, July 2014
Mathematical Models and Computer Simulations : Volume 6, Issue 3, May 2014
Mathematical Models and Computer Simulations : Volume 6, Issue 2, March 2014
Numerical modeling of elastoplastic flows by the Godunov method on moving Eulerian grids
Shock wave reflection from the axis of symmetry in a nonuniform flow with the formation of a circulatory flow zone
Constructive approach to numerical solution of quasi-linear advection equations
Computational technologies for simulation of complex near-wall turbulent flows using unstructured meshes
Boundary element method based on preliminary discretization
On the practical accuracy of shock-capturing schemes
Quasi one-dimensional reconstruction scheme on convex polygonal meshes for solving aeroacoustics problems
A comparison of the CABARET and MUSCL-type schemes
Mathematical Models and Computer Simulations : Volume 6, Issue 1, January 2014
Mathematical Models and Computer Simulations : Volume 5
Mathematical Models and Computer Simulations : Volume 4
Mathematical Models and Computer Simulations : Volume 3
Mathematical Models and Computer Simulations : Volume 2
Mathematical Models and Computer Simulations : Volume 1

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A comparison of the CABARET and MUSCL-type schemes

Content Provider Springer Nature Link
Author Rodionov, A. V.
Copyright Year 2014
Abstract The CABARET scheme is compared with some of those from the family of MUSCL-type schemes. Description and analysis of these schemes are presented as applied to the linear advection equation. For the CABARET scheme, a new formulation is proposed that can be treated as a modification of the MUSCL scheme. In MUSCL-type schemes, we consider three types of limiters, i.e., TVD, TVB, and the new Non-Oscillatory Low-Dissipative (NOLD) limiter. The schemes are tested on a set of linear problems (discontinuous and continuous profiles, uniform and nonuniform grids) and on the nonlinear blast wave problem.
Starting Page 203
Ending Page 225
Page Count 23
File Format PDF
ISSN 20700482
Journal Mathematical Models and Computer Simulations
Volume Number 6
Issue Number 2
e-ISSN 20700490
Language English
Publisher Pleiades Publishing
Publisher Date 2014-03-26
Publisher Place Moscow
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword CABARET scheme MUSCL-type schemes TVD and TVB limiters blast wave problem Mathematical Modeling and Industrial Mathematics Simulation and Modeling
Content Type Text
Resource Type Article
Subject Modeling and Simulation Computational Mathematics
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