By L. A. Tavadyan, G. A. Martoyan
English model of: Analiz kineticheskikh modelei khimicheskikh reak'tsionnykh sistem.
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Extra info for Analysis of Kinetic Models of Chemical Reaction Systems: Value Approach
Gardiner, New York - Berlin Tokyo, 1984. Tomlin, AS; Turanyi, TP; Pilling, MJ. In: Low-temperature combustion and autoignition, ed. J. Pilling, Comprehensive chemical kinetics, Elsevier, Amsterdam, 1997, 293-437. Davis, MJ; Skodje, RT; Tomlin, AS. J. Phys. Chem. A, 115 (2011) 1556. Banks, J. Handbook of simulation: principles, methodology, advances, applications and practice. Willey Interscience, New York. 1998. Saltelli, A; Chan, K; Scott, EM. , New York, 2000. Shmidt, R; Sapunov, VN. Non-formal kinetics, Verlag Chemie, Weinheim-Dearfield Beach-Florida-Basel, 1982.
1. Shematic pattern of procedures in the “ping-pong” kinetics. It should be emphasized again that identification of the kinetic significance of steps in a reaction system provides the successful coupling of theory and experiment in the kinetics of chemical reactions, aimed at solution of objective-oriented problems of chemistry. 2. MATHEMATICAL METHODS FOR IDENTIFICATION OF KINETIC SIGNIFICANCE OF INDIVIDUAL STEPS IN CHEMICAL REACTION SYSTEMS In this section the more formalized methods on determining the role of individual steps in complex chemical reactions are briefly described.
21 (1989) 885. Masuda, M. J. Mol. Catal. , 199 (2003), 175. Kinetic Significance of Steps in Complex Chemical Transformation 27  Marin, GB; Yablonsky, GS. Kinetics of complex reactions. Decoding complexity. Wiley-VCH, 2011.  Tomovic, R. Sensitivity analysis of dynamic systems, McGraw-Hill, New York, 1963.  Frank, RM. Introduction to system sensitivity theory, New York, Acad. Press, 1978.  Allara, DL; Edelson, D; Irwin, KV. Int. J. Chem. , 4 (1972) 345.  Campalongo, F; Saltelli, A.
Analysis of Kinetic Models of Chemical Reaction Systems: Value Approach by L. A. Tavadyan, G. A. Martoyan