Hede P.D.'s Advanced Granulation Theory at Particle Level PDF

By Hede P.D.

During this ebook you discover a evaluation of the theoretical stipulations for complicated Granulation conception at Particle point.

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34, pp. 1-3, 2002. , Ellis, N. : Experimental and computational study of gas-solid fluidized bed hydrodynamics, Chemical Engineering Science, No. 60, pp. 6857-6867, 2005. I. : Use of stress fluctuations to monitor wet granulation of powders, Powder Technology, No. 117, pp. 149-162, 2001. V. D. : Building population balance for fluidized bed granulation: Lessons from kinetic theory of granular flow, Proceedings from 4th World Congress of Particle Technology in Sydney, 2002. D. : Kinetics of fluidised bed melt granulation.

Com 41 Table of symbols Advanced granulation theory at particle level Stv* Sw S(q) SKolmogorov t tcoat u u0 U Ubr Umf Us vi v V Critical viscous Stokes number Wetting saturation Summation function Kolmogorov entropy Time Coating time Granule velocity Initial granule collision velocity Fluidisation velocity Bubble rise velocity for a fluid bed Minimum fluidisation velocity Superficial gas velocity Velocity vector Particle volume internal coordinate Average particle volume Liquid binder volume internal coordinate Volumetric spray rate Dimensionless Dimensionless bits/s s s m/s m/s m/s m/s m/s m/s m3 m3/s Vaggl Vbridge Vr Vx w w* wmr W x x´ x y Y(r,t) Yd z Agglomerate volume Liquid bridge volume Volume of external coordinates Volume of internal coordinates Granule volume parameter in coal.

This is due to the fact that the two parameters smax and Stdef require a-priori knowledge of the maximum extent of consolidation since this affects granule yield stress as well as pore saturation. Another significant shortcoming is the very simplistic rheological model used to describe the mechanical properties of the granules. , 2001a). Subsequent work by Iveson et al. (2001b) suggests that binder viscosity20 needs to be included as a third independent parameter in the granule growth regime map thereby expanding the map into three dimensions.

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Advanced Granulation Theory at Particle Level by Hede P.D.


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