Thermal patterns in simple models of cylindrical reactors

Chemical Engineering Science

Volumn 58, Issue 8, 2003, Pages 1441-1451

  Sheintuch, Moshe ^a   Nekhamkina, Olga ^a  

^a TECHNION ISRAEL INSTITUTE OF TECHNOLOGY   (Israel)

Author keywords

Catalytic oscillations; Packed bed; Pattern formation; Reaction engineering; Simulation

Indexed keywords

BIFURCATION (MATHEMATICS); CATALYSTS; COMPUTER SIMULATION; WAVE EFFECTS;

CYLINDRICAL REACTORS;

REACTION KINETICS;

FLOW PATTERN; MATHEMATICAL ANALYSIS; PACKED BED; REACTOR; THERMAL ANALYSIS;

EID: 0037394773     PISSN: 00092509     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0009-2509(02)00677-2     Document Type: Article

References (29)

1. Aldushin, A. P., Serplyarskii, B. S., & Shkadinskii, K. G. (1980). Theory of filtration combustion. Fizika Gorenia i Vzruva, 16, 36.
2. Barto, M., & Sheintuch, M. (1994). Excitable waves and spatiotemporal patterns in a fixed-bed reactor. The American Institute of Chemical Engineering Journal, 40, 120-130.
3. Barzykin, V., & Merzhanov, A. (1997). Unstable combustion in heterogeneous systems with condensed reaction products-a review. International Journal of Self-propagating High-temperature Synthesis, 6, 377-398.
4. Benguria, R. D., & Depassier, M. C. (1996). Speed of fronts of the reaction-diffusion equation. Physical Review Letters, 77(6), 1171-1173.
5. Berkelew, C. H., & Gambhir, B. S. (1984). Stability of trickle-bed reactors. American Chemical Society Symposium Series, 237, 61.
6. Burghardt, A., Berezowski, M., & Jacobsen, E. W. (1999). Approximate characteristics of a moving temperature front in a fixed-bed catalytic reactor. Chemical Engineering and Processing, 38, 19-34.
7. Dandekar, H. W., Puszynsky, J. A., & Hlavacek, V. (1990). Two-dimensional numerical study of cross-flow filtration combustion. The American Institute of Chemical Engineering Journal, 36(11), 1649-1660.
8. Fife, P. (1979). Mathematical theory of reacting and diffusing systems. Berlin: Springer.
9. Frank-Kamenetski, D. A. (1955). Diffusion and heat exchange in chemical kinetics. Princeton, NY: Princeton University Press.
10. Grachev, V. V., & Ivleva, T. P. (1999). Two-dimensional modes of filtration combustion. Combustion, Explosion, and Shock Waves, 35, 126-132.
11. Ivleva, T.P., & Merzhanov, A.G. (2001a). Structure and variability of spinning reaction waves in three-dimensional excitable media. Physical Review E, 64, 036218/1-4.
12. Ivleva, T. P., & Merzhanov, A. G. (2001b). Three-dimensional modeling of solid-flame chaos. Doklady Physical Chemistry, 381, 259-262.
13. Ivleva, T. P., Merzhanov, A. G., & Shkadinskii, K. (1979). Principles of the spin mode of combustion front propagation. Fizika Gorenia i Vzruva, 16(2), 3-10.
14. Jaffe, S. (1976). Hot spot simulation in commercial hydrogeneration processes. Industrial and Engineering Chemistry Process Design and Development, 15, 410.
15. Keren, I., & Sheintuch, M. (2000). Modelling and analysis of spatiotemporal oscillatory patterns during CO oxidation in the catalytic converter. Chemical Engineering Science, 55, 1461-1475.
16. Kisielev, O. V. (1993). Theoretical study of the phenomena of heat waves movement in catalyst bed. Russian Academy of Sciences, Institute of Catalysis, Novosibirsk. (in Russian).
17. Kumar, S., Puszynsky J. A., & Hlavacek, V. (1990). Combustion characteristics of solid-solid systems: Experiments and modeling. Combust. Plasma Synth. High-Temp. Mater. New York: VCH, (pp. 273-280).
18. Marwaha, B., Annamalai, J., & Luss, D. (2001). Hot zone formation during carbon monoxide oxidation in a radial flow reactor. Chemical Engineering Science, 56, 89-96.
19. Merzhanov, A., Philonenko, A., & Borovinskaya, I. (1973). New phenomena during combustion of condensed systems. Doklady Akademii Nauk SSSR, 208(4), 892-894.
20. Mikhailov, A. S. (1994). Foundation of sinergetics I. Distributed active systems. Berlin: Springer.
21. Nekhamkina, O., Savin, I., & Sheintuch, M. (2002). Spatiotemporal patterns on cylindrical surface due to convection, conduction and reaction. Journal of Chemical Physics, submitted for publication.
22. Schuth, F., Henry, B. E., & Schmidt, L. D. (1993). Oscillatory reactions in heterogeneous catalysis. Advances in Catalysis, 39, 51.
23. Sheintuch, M. (1997). Pattern selection in a general model of convection, diffusion and catalytic reaction. Physica D, 102, 125-146.
24. Sheintuch, M., & Nekhamkina, O. (1999a). Pattern formation in homogeneous reactor models. The American Institute of Chemical Engineering Journal, 45, 398-409.
25. Sheintuch, M., & Nekhamkina, O. (1999b). Pattern formation in homogeneous and heterogeneous reaction models. Chemical Engineering Science, 54, 4535-4546.
26. Sheintuch, M., Smagina, Y., & Nekhamkina, O. (2002). Controlling fronts position in catalytic diffusion-convection-reaction systems. Industrial Engineering and Chemical Research, 41, 2136-2146.
27. Skadinskii, K. G., Khaikin, B. I., & Merzhanov, A. G. (1971). Propagation of a pulsating exothermic reaction front in the condensed phase. Fizika Gorenia i Vzruva, 7(1), 19-28.
28. Slin'ko, M. M., & Jaeger, N. (1994). Oscillatory heterogeneous catalytic systems. Studies in surface science and catalysis, vol. 86. Amsterdam: Elsevier (chapter I).
29. Verdasca, J., Borckmans, P., & Dewel, G. (2002). A generalized "reaction-diffusion" model to describe spatio-temporal patterns in the catalytic CO oxidation on Pt(110). Physical Chemistry Chemical Physics, 4, 1355-1366.