Forced convective structures in a differential-flow reactor

Dynamical Systems

Volumn 14, Issue 3, 1999, Pages 275-298

  Satnoianu, Razvan A ^a,b   Merkin, John H ^a   Scott, Stephen K ^a  

^a UNIVERSITY OF LEEDS   (United Kingdom)

^b UNIVERSITY OF OXFORD   (United Kingdom)

Author keywords

[No Author keywords available]

Indexed keywords

CATALYSIS; CHEMICAL REACTORS; FORCED CONVECTION; MATHEMATICAL MODELS; NONLINEAR SYSTEMS; PERTURBATION TECHNIQUES;

AUTOCATALYTIC REACTION; CHEMICAL INSTABILITY; DIFFERENTIAL FLOW REACTOR; FORCED CONVECTIVE STRUCTURES;

THERMODYNAMIC STABILITY;

EID: 0033193586     PISSN: 14689367     EISSN: None     Source Type: Journal    
DOI: 10.1080/026811199282001     Document Type: Article

References (14)

1. Deissler, R. J. (1985) Noise sustained structure, intermitency and the Ginzburg-Landau equation. Journal of Statistical Physics 40, 371-395.
2. Deissler, R. J. (1987) The convective nature of plane Poiseuille flow. Physics of Fluids 30, 2303-2305.
3. Deissler, R. J. (1989) External noise and the origin and dynamics of structure in convectively unstable systems. Journal of Statistical Physics 54, 1459-1487.
4. Khibnik, A. I., Kuznetsov, Y. A., Levitin, V. V. and Nikolaev, E. V. (1992) LOCBIF, version 2, CAN Expertise Centre, Netherlands.
5. Menzinger, M. and Rovinsky, A. B. (1995) The differential flow instabilities. Chemical Waves and Patterns (eds R. Kapral and K. Showalter; Kluwer, Dordrecht).
6. Merkin, J. H., Needham, D. J. and Scott, S. K. (1987) On the creation, growth and extinction of oscillatory solutions for a simple pooled chemical reaction scheme. SIAM Journal of Applied Mathematics 47, 1040-1060.
7. Merkin, J. H., Satnoianu, R. A. and Scott, S. K. (1998) Spatio-temporal chaos in a differential-flow reactor. Journal of the Chemical Society Faraday Transactions 94, 1211-1216.
8. Rovinsky, A. B. and Menzinger, M. (1992) Chemical instability induced by a differential flow. Physical Review Letters 69, 1193-1196.
9. Rovinsky, A. B. and Menzinger, M. (1993) Self-organisation induced by the differential flow of activator and inhibitor. Physical Review Letters 70, 778-781.
10. Satnoianu, R. A., Merkin, J. H. and Scott, S. K. (1998a) Interaction between Hopf and convective instabilities in a flow reactor with cubic autocatalator kinetics. Physical Review E 57, 3246-3250.
11. Satnoianu, R. A., Merkin, J. H. and Scott, S. K. (1998b) Spatio-temporal structures in differential-flow reactor with cubic autocatalator kinetics. Physica D (in press).
12. Turing, A. M. (1952) The chemical basis of morphogenesis. Philosophical Transactions of the Royal Society London B237, 37-72.
13. Wu, X.-G., Nakata, S., Menzinger, M. and Rovinsky, A. B. (1996) Differential flow instability in a tubular flow reactor: its convective nature. Journal of Physical Chemistry 100, 15810-15814.
14. Yakhnin, V. Z., Rovinsky, A. B. and Menzinger, M. (1996) Convective instability induced by a differential transport in the tubular packed-bed reactor. Chemical Engineering Science 50, 2853-2859.