EULER

This paper is aimed at the description of the multi-dimensional finite volume solver EULER, which has been developed for the numerical solution of the compressible Euler equations during several last years. The present overview of numerical schemes and the explanation of numerical techniques and tricks which have been used for EULER could be of certain interest not only for registered users but also for numerical mathematicians who have decided to implement a finite volume solver themselves. This solver has been used also for the computation of numerical examples presented in other papers of the authors

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References in zbMATH (referenced in 10 articles )

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  1. Kim, Sun; Tang, Haixu; Mardis, Elaine R.: Genome sequencing technology and algorithms. (2008)
  2. Bernacki, Marc; Piperno, Serge: A dissipation-free time-domain discontinuous Galerkin method applied to three-dimensional linearized EULER equations around a steady-state non-uniform inviscid flow (2006)
  3. Sadiki, A.; Chrigui, M.; Janicka, J.; Maneshkarimi, M. R.: Modeling and simulation of effects of turbulence on vaporization, mixing and combustion of liquid-fuel sprays (2005)
  4. Wegner, Bernd: Mathematics on its way into information society (2005)
  5. Sakurai, T.: Numerical inversion for Laplace transforms of functions with discontinuities. (2004)
  6. Bogomolov, V. P.; Boikov, V. G.; Grigorenko, N. L.; Kamzolkin, D. V.: On the solution of the attitude control problem for a space station by means of inertial actuators with working fluid. (2003)
  7. Šolín, Pavel; Segeth, Karel: Description of the multi-dimensional finite volume solver EULER. (2002)
  8. Wegner, Bernd: Electronic information and publications in EMIS -- an offer supervised by EMS (2002)
  9. Pevzner, Pavel A.; Tang, Haixu; Waterman, Michael S.: An Eulerian path approach to DNA fragment assembly (2001)
  10. Bernstein, M.; Sloane, N. J. A.: Some canonical sequences of integers (1995)