ABSTRACT
Departures from thermal (translational), ionization, and excitation equilibrium in an axisymmetric argon plasma jet have been studied by two‐dimensional numerical simulations. Electrons, ions, and excited and ground states of neutral atoms are represented as separate chemical species in the mixture. Transitions between excited states, as well as ionization/recombination reactions due to both collisional and radiative processes, are treated as separate chemical reactions. Resonance radiation transport is represented using Holstein escape factors to simulate both the optically thin and optically thick limits. The optically thin calculation showed significant underpopulation of excited species in the upstream part of the jet core, whereas in the optically thick calculation this region remains close to local thermodynamic equilibrium, consistent with previous experimental observations. Resonance radiation absorption is therefore an important effect. The optically thick calculation results also show overpopulations (relative to equilibrium) of excited species and electron densities in the fringes and downstream part of the jet core. In these regions, however, the electrons and ions are essentially in partial local thermodynamic equilibrium with the excited state at the electron temperature, even though the ionized and excited states are no longer in equilibrium with the ground state. Departures from partial local thermodynamic equilibrium are observed in the outer fringes and far downstream part of the jet. These results are interpreted in terms of the local relative time scales for the various physical and chemical processes occurring in the plasma.
- 1. M. Mitchner and C. H. Kruger, Partially Ionized Gases (Wiley, New York, 1973). Google Scholar
- 2. G. W. Sutton and A. Sherman, Engineering Magnetohydrodynamics (McGraw-Hill New York, 1965). Google Scholar
- 3. C. H. Chang and E. Pfender, Plasma Chem. Plasma Process. 10, 473 (1990). Google ScholarCrossref, ISI
- 4. C. H. Chang and E. Pfender, Plasma Chem. Plasma Process. 10, 493 (1990). Google ScholarCrossref, ISI
- 5. C. H. Kruger, Phys. Fluids 13, 1737 (1970). Google ScholarScitation
- 6. J. Mostaghimi and M. I. Boulos, in Proceedings of the 9th International Symposium of Plasma Chemistry (ISPC-9) (International Union of Pure and Applied Chemistry, Pugnochiuso, Italy, 1989), Vol. 1, p. 91, Google Scholar
- 7. C. H. Chang and E. Pfender, IEEE Trans. Plasma Sci. PS-18, 958 (1990). Google ScholarCrossref
- 8. H. Petschek and S. Byron, Ann. Phys. 1, 270 (1957). Google ScholarCrossref, ISI
- 9. M. I. Hoffert and H. Lien, Phys. Fluids 10, 1769 (1970). Google ScholarScitation
- 10. C. G. Braun and J. A. Kunc, Phys. Fluids 30, 499 (1987). Google ScholarScitation, ISI
- 11. T. E. Repetti, J. R. Fincke, and W. A. Neuman, in Heat Transfer in Thermal Plasma Processing, edited by K. Etemadi and J. Mostaghimi (American Society of Mechanical Engineers, New York, 1991), HTD, Vol. 161, pp. 167–175. Google Scholar
- 12. R. S. Lee, AIAA J. 2, 637 (1964). Google ScholarCrossref
- 13. T. G. Owano, C. H. Kruger, and R. A. Beddini, AIAA J. 31, 75 (1993). Google ScholarCrossref
- 14. M. H. Gordon and C. H. Kruger, Phys. Fluids B 5, 1014 (1993). Google ScholarScitation
- 15. K. Y. Cho and T. L. Eddy, J. Quant. Spectrosc. Radiat. Transfer 41, 287 (1989). Google ScholarCrossref
- 16. J. D. Ramshaw and C. H. Chang, Plasma Chem. Plasma Process. 12, 299 (1992). Google ScholarCrossref, ISI
- 17. C. H. Chang and J. D. Ramshaw, Plasma Chem. Plasma Process. 13, 189 (1993). Google ScholarCrossref
- 18. J. D. Ramshaw and C. H. Chang, Plasma Chem. Plasma Process. 11, 395 (1991). Google ScholarCrossref
- 19. J. D. Ramshaw and C. H. Chang, Plasma Chem. Plasma Process. 13, 489 (1993). Google ScholarCrossref
- 20. T. Holstein, Phys. Rev. 72, 1212 (1947). Google ScholarCrossref, ISI
- 21. T. Holstein, Phys. Rev. 83, 1159 (1951). Google ScholarCrossref, ISI
- 22. J. D. Ramshaw, J. Non-Equillb. Thermodyn. 15, 295 (1990). Google Scholar
- 23. J. D. Ramshaw, J. Non-Equilib. Thermodyn. 18, 121 (1993). Google ScholarCrossref
- 24. R. Aris, Vectors, Tensors, and the Basic Equations of Fluid Mechanics (Prentice-Hall, Englewood Cliffs, 1962). Google Scholar
- 25. B. E. Launder, A. Morse, W. Rodi, and D. B. Spalding, Prediction of Free Shear Flow—A Comparison of the Performance of Six Turbulence Models (National Aeronautics and Space Administration, Washington, DC, 1973), NASA SP-321, Vol. 1, p. 361. Google Scholar
- 26. M. A. Leschziner and W. Rodi, AIAA J. 22, 1742 (1984). Google ScholarCrossref
- 27. J. R. Fincke, C. H. Chang, W. D. Swank, and D. C. Haggard, Int. J. Heat Mass Transfer 37, 1673 (1994). Google ScholarCrossref
- 28. J. D. Ramshaw and C. H. Chang, “Iteration scheme for implicit calculations of kinetic and equilibrium chemical reactions in fluid dynamics,” J. Comput. Phys. (to be published). Google Scholar
- 29. S. C. Snyder, G. D. Lassahn, and L. D. Reynolds, Phys. Rev. E 48, 4124 (1993). Google ScholarCrossref, ISI
- 30. S. C. Snyder, L. D. Reynolds, G. D. Lassahn, J. R. Fincke, C. B. Shaw, and R. Kearney, Phys. Rev. E 47, 1996 (1993). Google ScholarCrossref
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