TRANSPORT

A FORTRAN COMPUTER CODE PACKAGE FOR THE EVALUATION OF GAS-PHASE, MULTICOMPONENT TRANSPORT PROPERTIES. This report documents a FORTRAN computer code package that is used for the evaluation of gas-phase multicomponent viscosities, thermal conductivities, diffusion coefficients, and thermal diffusion coefficients. The TRANSPORT Property package is in two parts. The first is a preprocessor that computes polynomial fits to the temperature dependent parts of the pure species viscosities and binary diffusion coefficients. The coefficients of these fits are passed to a library of subroutines via a linking file. Then, any subroutine from this library may be called to return either pure species properties or multicomponent gas mixture properties. This package uses the gas-phase chemical kinetics package CHEMKIN-III, and the TRANSPORT property subroutines are designed to be used in conjunction with the CHEMKIN-III subroutine library.


References in zbMATH (referenced in 40 articles )

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  1. Yoo, C. S.; Sankaran, R.; Chen, J. H.: Three-dimensional direct numerical simulation of a turbulent lifted hydrogen jet flame in heated coflow: flame stabilization and structure (2009)
  2. Baba, Yuya; Kurose, Ryoichi: Analysis and flamelet modelling for spray combustion (2008)
  3. Elmahi, I.; Gloth, O.; Hänel, D.; Vilsmeier, R.: A preconditioned dual time-stepping method for combustion problems (2008)
  4. Krishnan, S. S.; Abshire, J. M.; Sunderland, P. B.; Yuan, Z.-G.; Gore, J. P.: Analytical predictions of shapes of laminar diffusion flames in microgravity and earth gravity (2008)
  5. Guo, H.; Smallwood, G. J.: A numerical study on the effect of CO addition on extinction limits and NO(_x) formation in lean counterflow CH(_4)/air premixed flames (2007)
  6. Noskov, Mikhail; Benzi, Michele; Smooke, Mitchell D.: An implicit compact scheme solver for two-dimensional multicomponent flows (2007)
  7. Dworkin, S. B.; Bennett, B. A. V.; Smooke, M. D.: A mass-conserving vorticity-velocity formulation with application to nonreacting and reacting flows (2006)
  8. Morgan, N. M.; Wells, C. G.; Goodson, M. J.; Kraft, M.; Wagner, W.: A new numerical approach for the simulation of the growth of inorganic nanoparticles (2006)
  9. Nakamura, Mariko; Akamatsu, Fumiteru; Kurose, Ryoichi; Katsuki, Masashi: Combustion mechanism of liquid fuel spray in a gaseous flame (2005)
  10. Michaelis, B.; Rogg, B.: FEM-simulation of laminar flame propagation. I: Two-dimensional flames (2004)
  11. Wangard, William III; Dandy, David S.; Miller, Brian J.: A numerically stable method for integration of the multicomponent species diffusion equations (2001)
  12. Bennett, Beth Anne V.; Smooke, Mitchell D.: Local rectangular refinement with application to axisymmetric laminar flames (1998)
  13. Ern, Alexandre; Giovangigli, Vincent: Thermal diffusion effects in hydrogen-air and methane-air flames (1998)
  14. Sheffer, Scott G.; Martinelli, Luigi; Jameson, Antony: An efficient multigrid algorithm for compressible reactive flows (1998)
  15. Moen, Christopher D.: Solution algorithm for low-Péclet-number reacting flow (1997)
  16. Laboudigue, Bruno; Giovangigli, Vincent; Candel, Sébastian: Numerical solution of a free boundary problem in hypersonic flow theory: Nonequilibrium viscous shock layers (1992)
  17. Giovangigli, Vincent: Convergent iterative methods for multicomponent diffusion (1991)
  18. Giovangigli, V.; Smooke, M. D.: Adaptive continuation algorithms with application to combustion problems (1989)
  19. Eraslan, Ahmet N.; Brown, Robert C.: A simple iterative procedure for reducing stiffness and computer memory in reactive flow problems (1987)
  20. Sermange, Michel: Mathematical and numerical aspects of one-dimensional laminar flame simulation (1986)