Advanced search

Reduction of a mechanistic drying model of pharmaceutical granules for inclusion in a population balance model with continuous growth term

Author
Organization

Citation

Please use this url to cite or link to this publication:

Chicago
Mortier, Séverine, ingmar Nopens, Thomas De Beer, and Krist Gernaey. 2012. “Reduction of a Mechanistic Drying Model of Pharmaceutical Granules for Inclusion in a Population Balance Model with Continuous Growth Term.” In AIChE Annual Meeting, Abstracts. New York, NY, USA: American Institute of Chemical Engineers (AIChE).
APA
Mortier, Séverine, Nopens, ingmar, De Beer, T., & Gernaey, K. (2012). Reduction of a mechanistic drying model of pharmaceutical granules for inclusion in a population balance model with continuous growth term. AIChE Annual Meeting, Abstracts. Presented at the 2012 AIChE Annual Meeting : Cleaner energy, stronger economy, better living, New York, NY, USA: American Institute of Chemical Engineers (AIChE).
Vancouver
1.
Mortier S, Nopens ingmar, De Beer T, Gernaey K. Reduction of a mechanistic drying model of pharmaceutical granules for inclusion in a population balance model with continuous growth term. AIChE Annual Meeting, Abstracts. New York, NY, USA: American Institute of Chemical Engineers (AIChE); 2012.
MLA
Mortier, Séverine, ingmar Nopens, Thomas De Beer, et al. “Reduction of a Mechanistic Drying Model of Pharmaceutical Granules for Inclusion in a Population Balance Model with Continuous Growth Term.” AIChE Annual Meeting, Abstracts. New York, NY, USA: American Institute of Chemical Engineers (AIChE), 2012. Print.
@inproceedings{3056104,
  author       = {Mortier, S{\'e}verine and Nopens, ingmar and De Beer, Thomas and Gernaey, Krist},
  booktitle    = {AIChE Annual Meeting, Abstracts},
  language     = {eng},
  location     = {Pittsburgh, PA, USA},
  publisher    = {American Institute of Chemical Engineers (AIChE)},
  title        = {Reduction of a mechanistic drying model of pharmaceutical granules for inclusion in a population balance model with continuous growth term},
  year         = {2012},
}