Part V: Dynamic evolution of the multivariate particle size distribution undergoing combined particle growth and aggregation

Author:

Alexopoulos A.H.,Roussos A.,Kiparissides C.

Publisher

Elsevier BV

Subject

Applied Mathematics,Industrial and Manufacturing Engineering,General Chemical Engineering,General Chemistry

Reference40 articles.

1. Part I: dynamic evolution of the particle size distribution in particulate processes undergoing combined particle growth and aggregation;Alexopoulos;Chemical Engineering Science,2004

2. Part II: dynamic evolution of the particle size distribution in particulate processes undergoing simultaneous particle nucleation, growth and aggregation;Alexopoulos;Chemical Engineering Science,2005

3. Alexopoulos, A.H., Kiparissides, C., 2005b. Solution of the bi-variate dynamic population balance equation in batch particulate systems, ESCAPE-15, Barcelona, Spain, May 29–June 1.

4. On the modelling of granulation processes: a short note;Annapragada;Powder Technology,1996

5. The bivariate spatially distributed population balance equation: an accurate reduction technique;Attarakih;Computer Aided Chemical Engineering,2005

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