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Article information
2002 , Volume 7, ¹ 5, p.21-28
Bykov A.A., Tsybenova S.B.
Realization of the method of continuation on parameter for two equations system
The modified method of continuation on parameter for two nonlinear equations system is described. The method is illustrated by Slinko-Chumakov's model from the theory of oscillating catalytic reactions and by Volter-Salnikov's model from the theory of polymerization. Parametric dependences of steady states are constructed.
[full text] Classificator Msc2000:- *34A34 Nonlinear equations and systems, general
- 65H10 Systems of equations
- 65H20 Global methods, including homotopy approaches
- 65L05 Initial value problems
- 80A32 Chemically reacting flows
- 82D60 Polymers
Keywords: system of nonlinear equations, initial value problem, method of continuation on a parameter, parametric dependence of steady states, stiff systems, Slinko-Chumakov model, oscillating catalytic reactions, Volterra-Salnikov model, polymerization
Author(s):
Bykov A.A.
Address: 650610, Russia, Kemerovo
Tsybenova S.B.
Address: Russia, Krasnoyarsk, Kemerovo
Bibliography link:
Bykov A.A., Tsybenova S.B. Realization of the method of continuation on parameter for two equations system // Computational technologies. 2002. V. 7. ¹ 5. P. 21-28
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