Investigation of Heat Wave Propagation Model for an A⁰ ->A¹->A² Catalytic Reaction Full article
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Selcuk Journal of Applied Mathematics
ISSN: 1302-7980 |
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| Output data | Year: 2002, Volume: 3, Number: 2, Pages: 109-126 Pages count : 18 | ||
| Tags | heat wave, boundary-value problem, ordinary differential equations, numerical method, catalytic reaction | ||
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Abstract:
The problem of numerical study of an one-dimensional heat wave propagation model in the case of two consequent exothermic reactions in a catalytic fixed bed is considered. We describe a efficient algorithm based on Godunov's orthogonal factorization method and Newton's method. Some recommendations are given for construction of initial approximation. In addition, influence of key physical and chemical parameters on the heat wave properties is studied.
Cite:
Sazhenkova E.V.
, Chumakova N.A.
Investigation of Heat Wave Propagation Model for an A⁰ ->A¹->A² Catalytic Reaction
Selcuk Journal of Applied Mathematics. 2002. V.3. N2. P.109-126. РИНЦ
Investigation of Heat Wave Propagation Model for an A⁰ ->A¹->A² Catalytic Reaction
Selcuk Journal of Applied Mathematics. 2002. V.3. N2. P.109-126. РИНЦ
Dates:
| Submitted: | Oct 16, 2002 |
Identifiers:
| Elibrary: | 21096287 |
Citing:
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