2006
DOI: 10.1002/masy.200651354
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Application of Calorimetry Technique to Estimate Conversion of Polymerization Reactions in a Standard Lab‐Scale Reactor

Abstract: Reaction calorimetry is a very useful tool for monitoring exothermic polymerization reactions as it uses the measurement of the liberated energy to calculate the reaction rates. Despite the estimation of conversion for homopolymerizations being well established for commercial calorimetry reactors or lab‐scale reactors specially constructed to operate as calorimetry reactors, it is still a challenge to use calorimetry to estimate conversion in standard lab‐scale reactors. In the present work, a standard lab‐sca… Show more

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Cited by 5 publications
(3 citation statements)
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“…Assuming that the polymerisation reaction is the main reaction occurring, the polymerisation rate R p can be defined as the quotient of the reaction heat . Q r and the reaction enthalpy −∆H [37]:…”
Section: Calorimetry: Heat Of Reaction Curves Reaction Enthalpymentioning
confidence: 99%
See 1 more Smart Citation
“…Assuming that the polymerisation reaction is the main reaction occurring, the polymerisation rate R p can be defined as the quotient of the reaction heat . Q r and the reaction enthalpy −∆H [37]:…”
Section: Calorimetry: Heat Of Reaction Curves Reaction Enthalpymentioning
confidence: 99%
“…Furthermore, the calorimetric global conversion X calor can be calculated by integrating the polymerisation rate over the time t and dividing it by the initially fed amount of monomer M 0 [37,38]:…”
Section: Calorimetry: Heat Of Reaction Curves Reaction Enthalpymentioning
confidence: 99%
“…Assuming that the values of Q Stir and Q RA are negligible compared to the other terms of Equation (9) 28 and writing Q RJ as: all terms in the energy balance, Equation (9), are known directly except for the heat generated by the reaction, Q R , which involves the derivative of the reactor temperature. In order to avoid problems related to noise propagation, a high gain observer for Q R was employed as proposed by Othman et al:20 where θ is the tuning parameter of the observer set to θ = 0.04 and y = T R is the output of Equation (12).…”
Section: Experimental Partmentioning
confidence: 99%