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NUMERICAL SIMULATIONS BY GODUNOV-TYPE SCHEMES OF AIR-POLLUTANTS DYNAMICS

Abstract

In this paper several aspects associated with numerical simulations of hyperbolic equations are discussed. This presentation covers a range of modern shock-capturing schemes which are based on Godunov-type techniques. These schemes are well suited for strong shocks and other discontinuities, without generating spurious oscillations in the flow variables. An example of a performance of such schemes is provided to simulate the spatial distribution of air-pollutants which are emitted from a chimney. The simulations are performed in the framework of two-dimensional hydrodynamics, with a use of the CLAWPACK code [1]. The model reproduces several features of the distribution, including occurrence of vortices and plumes above the chimney.

Keywords:

numerical discretization, hydrodynamic equations, distribution of air-pollutants

Details

Issue
Vol. 5 No. 2 (2001)
Section
Research article
Published
2001-06-30
Licencja:
Creative Commons License

This work is licensed under a Creative Commons Attribution 4.0 International License.

Author Biographies

KRIS MURAWSKI ,
Technical University of Lublin, Institute of Environment Protection Engineering, Department of Environmental Physics



JERZY K. MICHALCZYK,
Technical University of Lublin, Institute of Environment Protection Engineering, Department of Environmental Physics



Authors

  • KRIS MURAWSKI

    Technical University of Lublin, Institute of Environment Protection Engineering, Department of Environmental Physics
  • JERZY K. MICHALCZYK

    Technical University of Lublin, Institute of Environment Protection Engineering, Department of Environmental Physics

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