Traveling Wave Solutions of a Mathematical Model of the Heterogeneous Combustion Full article
| Source | Heterogeneous Combustion Monography, Nova Science Publishers, Inc.. 2011. 294 c. ISBN 9781617613241. Scopus |
||
|---|---|---|---|
| Output data | Year: 2011, Pages: 139-163 Pages count : 25 | ||
| Tags | Catalytic combustion wave, Filtrational gas combustion, Front velocity, Hybrid wave, Mathematical model | ||
| Authors |
|
||
| Affiliations |
|
Abstract:
Mathematical model of traveling hybrid waves in a heterogeneous medium with chemical reactions in a gas phase and on a catalyst is considered. The coefficients of heat and mass transfer between the phases and the thermal conductivity of solid phase are determined from the current values of system parameters. We used methods of qualitative and quantitative analysis to study the behavior of phase trajectories of the dynamic system. We developed an efficient method of finding physically meaningful solution. We used simple kinetic equations to describe real chemical reactions and to solve a reverse problem of restoring mathematical model parameters.
Cite:
Gerasev A.P.
Traveling Wave Solutions of a Mathematical Model of the Heterogeneous Combustion
Monography chapter Heterogeneous Combustion. – Nova Science Publishers, Inc.., 2011. – C.139-163. – ISBN 9781617613241. Scopus РИНЦ ANCAN
Traveling Wave Solutions of a Mathematical Model of the Heterogeneous Combustion
Monography chapter Heterogeneous Combustion. – Nova Science Publishers, Inc.., 2011. – C.139-163. – ISBN 9781617613241. Scopus РИНЦ ANCAN
Identifiers:
| Scopus: | 2-s2.0-84892240752 |
| Elibrary: | 21881112 |
| Chemical Abstracts: | 2011:595038 |
| Chemical Abstracts (print): | 155:127290 |
Citing:
Пока нет цитирований