"This book explains how to formulate and solve population balance problems, with particular focus on coupling with fluid mechanics. It will be valuable to researchers across a wide range of fields including chemical and mechanical engineering, physics and environmental science, and can be used for advanced undergraduate and graduate courses"--
"This book explains how to formulate and solve population balance problems, with particular focus on coupling with fluid mechanics. It will be valuable to researchers across a wide range of fields including chemical and mechanical engineering, physics and environmental science, and can be used for advanced undergraduate and graduate courses"--Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Stelios Rigopoulos is Reader in Thermofluids at Imperial College London. He has conducted research on the population balance methodology and its applications for over twenty years, receiving a Royal Society University Research Fellowship for his work. His group has pioneered methods for solving the population balance and coupling it with fluid dynamics, including turbulent flow, with applications that included aerosols, crystallisation, soot formation and nanoparticle synthesis.
Inhaltsangabe
Preface Acknowledgements Notation 1. Introductory concepts 2. Formulation of the population balance 3. Kinetic and transport processes 4. Solution of the PBE 5. Population balance in turbulent flow 6. Case studies of CFD-PBE application Appendix A. Coupling of PBE with fluid flow, heat and mass transfer Appendix B. Implementation of the conservative finite volume discretisation method Appendix C. Derivation of the PDF transport equation Appendix D. Derivation of the stochastic field equation References Index.
Preface Acknowledgements Notation 1. Introductory concepts 2. Formulation of the population balance 3. Kinetic and transport processes 4. Solution of the PBE 5. Population balance in turbulent flow 6. Case studies of CFD-PBE application Appendix A. Coupling of PBE with fluid flow, heat and mass transfer Appendix B. Implementation of the conservative finite volume discretisation method Appendix C. Derivation of the PDF transport equation Appendix D. Derivation of the stochastic field equation References Index.
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