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European Congress of Chemical Engineering - 6
Copenhagen 16-21 September 2007

Abstract 1262 - Kinetic Modelling Of A Polyphasic Reactor By Pre-determination Of Phases Equilibria Involved

KINETIC MODELLING OF A POLYPHASIC REACTOR BY PRE-DETERMINATION OF PHASES EQUILIBRIA INVOLVED

Advancing the chemical engineering fundamentals

Chemical Reaction Engineering (T2-2P)

Asc. Prof BOUGRINE Anne-Julie
Université Claude Bernard Lyon1
Laboratoire Hydrazines et Procédés
Bâtiment Berthollet
22, avenue Gaston Berger
69622 Villeurbanne Cedex
France

Dr DELALU Henri
Université Claude Bernard Lyon1
Laboratoire Hydrazines et Procédés
Université Claude Bernard Lyon 1
Bâtiment Berthollet
22, avenue Gaston Berger
69622 VILLEURBANNE Cedex
France, Metropolitan

Dr COLAS-DURICHE Cécile
Université Claude Bernard Lyon1
Laboratoire Hydrazines et Procédés
Université Claude Bernard Lyon1
Bâtiment Berthollet
22, avenue Gaston Berger
69622 VILLEURBANNE Cedex
France, Metropolitan

Keywords: hydrazine, kinetic modelling, polyphasic reactor, phases equilibria

Within the framework of the development of the synthesis of a hydrazine precursor of a hypoglycaemic medication, this work focus on the modelling of a piston flow reactor which presents, in steady state conditions, a double diphasic and monophasic segments. This case arises in the second step of the elaboration of N-N bonding, by action of monochloramine with an excess of amine in strongly alkaline medium.
First step : NH3 + OCl-→ NH2Cl + OH- (monophasic medium)

Second step : NH2Cl + R1R2NH → R1R2NNH2 + HCl
HCl + NaOH → NaCl + H2O (diphasic + monophasic medium)
In this configuration, amine and sodium hydroxide are responsible of a transient miscibility gap. The partial neutralization of excess NaOH by formed HCl leads, at the time t = t’ and for the degree of advancement of the reaction e = e’, to a rupture of the polyphasic state and the continuation of the reaction in a homogenous medium.
The developed method consists in calculating the variation of the diphasic system according to e. The successive preparation of mixtures (e = 0 ; e = 0.1 ; e = 0.2 …; e = e’) allows to determinate the different variables (concentrations of each component in the two phases and volume of each phase) as a function of e, by physico-chemical analysis of the two phases in equilibrium. Then, it is possible to determine the value e’ from which the medium becomes homogeneous.
Taking into account the distribution of the reagents between the phases in equilibrium, we developped an equation which permits to follow the evolution of the instantaneous concentrations of each component as a function of the time by considering the effect of the chemical transformation and the variation of volume v.
The presented work permits to establish the residence time of the diphasic and monophasic segments whatever the experimental conditions.


See the full pdf manuscript of the abstract.

Presented Tuesday 18, 13:30 to 15:00, in session Chemical Reaction Engineering (T2-2P).

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