Population balance modelling - Rkadapt and Minerr
- August 7, 2013
- 1 reply
- 3685 views
I'm looking for help solving a problem with a topic I haven't seen any previous example on here of, population balance modeling. In this case the onset of crystallization. The aim is to solve a system of differential equations which represent the crystal population. The first sheet I've attached "Population balance method of moments.mcd" does this reasonably successfully. But I've had to specifty the values for nucleation and growth coefficients (kb, b, kg & g). What I would like to do now is to calculate values for these coefficients so that the model data and experimental data match. The concept is similar to the discussion over here http://communities.ptc.com/thread/43738 were Minerr was used to determine kinetic coefficients to match experimental data. I suspect the issue i'm having is regards to the fact that although the population balance equations are a function of dt, what I'm actually wanting to minise the error for is a function of cooling rate, beta. The second sheet I've attached "Population balance method of moments with minerr.mcd" is my attempt at implementing one of the solutions detailed in the mentioned thread, but my stumbling block seems to be around the programming portion.
Thanks in advance,
Cameron


