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  4. A new technique to determine rate constants for growth and agglomeration with size- and time-dependent nuclei formation
 
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A new technique to determine rate constants for growth and agglomeration with size- and time-dependent nuclei formation

Publikationstyp
Conference Paper
Date Issued
2006-01
Sprache
English
Author(s)
Peglow, Mirko  
Kumar, Jitendra  
Warnecke, Gerald  
Heinrich, Stefan  
Mörl, Lothar  
TORE-URI
http://hdl.handle.net/11420/13986
Journal
Chemical engineering science  
Volume
61
Issue
1
Start Page
282
End Page
292
Citation
Chemical Engineering Science 61 (1): 282-292 (2006-01)
Publisher DOI
10.1016/j.ces.2004.11.071
Scopus ID
2-s2.0-25644445314
Fluidized bed spray agglomeration is a particle size enlargement process where particles stick together with the help of spraying binder. High impact forces between particles lead to attrition. Attrition may be modeled as poly-disperse nucleation. Furthermore, particulate event like over-spray leads to the formation of particles in a wide range of volume. A new technique for the determination of agglomeration, growth and nucleation parameters is presented in this work. The model is based on a previous approach which takes mono disperse nuclei formation in the smallest class into account. Frequently in crystallization processes, nucleation is assumed to be mono-disperse. The technique presented here incorporates nuclei formation in a certain range of volume. It is quite general and applicable to consider size- and time-dependent nuclei formation. For two particular cases of growth and agglomeration including size-dependent nuclei formation, simulation data was generated by continuous feeding of nuclei in a certain range to demonstrate the capability of parameter extraction of the model. Further, the new technique is applied to extract rate constants from experimental data measured during fluidized bed spray agglomeration. This technique is also useful for the prediction of bimodal behavior of particle size distributions (PSD).
Subjects
Agglomeration
Growth
Kinetics
Population balance
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