This preliminary program is subject to change.

Population Balance Modeling for Particle Formation Processes: Nucleation, Aggregation and Breakage Kernels


Description:
Contributions are sought in the general area of population balance modeling and control of particle formation processes. Topics of interest include, but are not limited to: (1) the identification of nucleation kinetics and kernels for coalescence, aggregration, agglomeration, and breakage; (2) numerical algorithms for efficiently solving the associated population balance equations with complex particle dynamics; (3) model reduction methods and their application to optimization and feedback control; (4) experimental design methods, to focus experimental efforts on identifying kernels and nucleation kinetics; (5) nonlinear control methods designed to optimize distributions; and (6) mathematical methods for analyzing the sensitivities of the distributions to model uncertainties and disturbances. All application areas involving population balance modeling are of interest including nanoparticle formation, solids flows, granulation processes, solution crystallization, spray drying, precipitation, and emulsion and suspension polymerization.

Sponsor:
Particle Production and Characterization


Chair:
Edward P. Gatzke
Assistant Professor
University of South Carolina, Dept. of Chemical Engineering
Swearingen Engineering Center
Columbia, SC 29208
Phone Number: (803) 777-1159
Fax Number: (803) 777-8265
Email: gatzke@sc.edu

Co-Chair:
Rohit Ramachandran
Assistant Professor
Rutgers, The State University of New Jersey
Department of Chemical and Biochemical Engineering
98 Brett Road
Piscataway, NJ 02139
Phone Number: 732-445-6278
Fax Number: 732-445-2581
Email: rohit.r@rutgers.edu


Papers:
Population Balance Equation Modeling of Emulsion Drop Breakage and Coalescence in High Pressure Homogenization
Shashank N. Maindarkar, University of Massachusetts; Neha B. Raikar, University of Massachusetts; Michael A. Henson, University of Massachusetts Amherst
Efficient Evaluation of Multi-Dimensional Source Term Integrals in Population Balance Models
Rohit Ramachandran, Rutgers, The State University of New Jersey
A Simpler Method for Developing Batch Crystallization Recipes
Jeffrey D. Ward, National Taiwan University; Cheng-Ching Yu, National Taiwan University; Michael F. Doherty, University of California at Santa Barbara
Efficient Solution of Multi-Dimensional Population Balance Equations Using Lattice Boltzmann Method
Aniruddha Majumder, Nanyang Technological University; Vinay Kariwala, Nanyang Technological University; Santosh Ansumali, Jawaharlal Nehru Centre for Advanced Scientific Research; Arvind Rajendran, Nanyang Technological University
The Simulation of Spray Coating Process Using Compartmental Based Population Balance Model
Jianfeng Li, Purdue University; Ben Freireich, The Dow Chemical Company; Carl R. Wassgren, Purdue University; James D. Litster, Purdue University
Breakage Distribution Functions in Fragmentation and Attrition
Priscilla J. Hill, Mississippi State University
Effect of Antisolvent Purity On Antisolvent Crystallization
David Widenski, Louisiana State University; Jose A. Romagnoli, Louisiana State University
See more of this Group/Topical: Particle Technology Forum