In this paper the importance of on-scale crystalliser design is outlin
ed. An on-scale approach is specifically required for the analysis and
optimisation tasks in design. The need for this approach is a direct
consequence of the nonlinear dependency of most physical processes in
crystallisation on the degree of saturation, the energy dissipation, t
he crystal size and its distribution. The hydrodynamics in a crystalli
ser vessel are typically such, that these process variables are distri
buted non-uniformly throughout the vessel. The conventional, geometric
ally lumped description of the physical processes inside a crystallise
r vessel, i.e. nucleation; growth, dissolution, attrition,;breakage, a
gglomeration and particle segregation, has therefore never proven-to b
e reliable for scale-up purposes. Furthermore, as the interactions bet
ween these processes lead to an intricate dynamic behaviour, models de
scribing the effect of changes in time of process variables on the pro
duct quality are essential. Compartmental modelling, a well known tech
nique in reactor engineering and applied within crystallisation since
a number of years, facilitates on-scale/design since it allows a natur
al separation of kinetic and hydrodynamic mechanisms. The-resulting dy
namic models (order of 10(4) equations) can be easily tackled with sta
ndard DAE solvers. Here we will focus upon the need for a proper physi
cal description of the aforementioned crystallisation mechanisms. Firs
t of all, a brief description of the dependencies of these mechanisms
upon local supersaturation or undersaturation, local energy dissipatio
n and crystal size is given. Depending on the type of crystallisation
process, suspension crystallisation or precipitation, the dependencies
necessary to be included in the compartmental model, in order to desc
ribe their overall effect are discussed. The next step is deriving the
geometric structure of a compartmental model for a certain scale crys
talliser and material, for which two methodologies will be presented.
Finally, the approach will be illustrated for evaporative crystallisat
ion of ammonium sulphate from water in 0.15 and 18.5 m(3) FC (Forced C
irculation) and 0.022 and 1.1 m(3) DTB (Draft Tube Baffle) crystallise
rs, using size dependent nucleation, growth, dissolution, attrition an
d segregation models. (C) 1998 Published by Elsevier Science Ltd. All
rights reserved.