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In this contribution, a detailed model for a continuous crystallizer with fines dissolution is derived. The main focus of this article is the identification of physical reasons, responsible for the oscillations of these crystallization plants. In contrast to many other crystallization models used in literature for the investigation of such limit cycles, detailed kinetic expressions for crystal growth and attrition, as well as for the separation of fines in the annular zone, are incorporated. By dynamical simulations of the model and by comparison with measured data, an undesired dissolution of larger crystals can be identified as a possible reason for the appearance of sustained oscillations. Finally, a stabilizing feedback controller is designed using H∞ theory. It is demonstrated in simulations that this controller enables stable operation of the crystallizer even at a high fines dissolution rate.
© 2003 Elsevier Ltd. All rights reserved. [accessed 2014 April 1st]
