Ah&a&-We study the dimensionless heat and mass balance equatibns describing a continuous stirred tank reactor in which there is occurring consecutive first order exothermic reactions. A~~~ ~ymptotic ~c~ations and muner$g calculations are presentqd for both steady states and oscillatory states. A for
Multiplicity and uniqueness for binary, exothermic reaction in a non-adiabatic continuous stirred tank reactor
โ Scribed by K.F. Lin
- Publisher
- Elsevier Science
- Year
- 1980
- Tongue
- English
- Weight
- 573 KB
- Volume
- 35
- Category
- Article
- ISSN
- 0009-2509
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โฆ Synopsis
Exact multlphclty and umqueness cnterla for steady state m a non-adiabatic contmuous stirred tank reactor are studled through simple tangent analysis for binary, exothermlc reactlon of the type A + bB -Products with rate expresslon zA = EGC",, where A IS the hmitmg reactant Important parameters for multlpllclty crltena are reactlon orders m and n, stolchlometnc coeffiuent b, the ratlo p of feed concentration of A to that of B, dunensionless actlvatlon energy Q, dlmenslonless heat of reactlon 8, dunenslonless heat transfer coefficient y and dlmenslonless coolant temperature $ Necessary condrtlons for the system to have multiple exit conversions (temperatures) are defined m the (m, n, b, p, a,fl, y, I&) space Multtphclty 1s guaranteed by lunitmg the dimensIonless space time 13 m a proper range m addltlon to the necessary condltlons Effects of various parameters on multlphclty and uniqueness are numencally calculated and graphically represented Theoretical predrctzon for multlpllaty are further compared with mulbphclty data reported m literatures
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