Numerical Modeling of Stokesian Emulsions

نویسندگان

  • James Robert Overfelt
  • Todd J. Arbogast
  • James C. Browne
  • Roger T. Bonnecaze
  • Gregory J. Rodin
  • Robert A. van de Geijn
چکیده

Acknowledgments I am deeply grateful for the patience and understanding of my advisor, Dr. Greg Rodin and I appreciate his friendship. His generous support was essential for completing my studies and his guidance was essential for completing this dissertation. Many thanks to my advisor, Dr. Robert van de Geijn for his encouragement throughout my studies. He has enthusiasm in abundance and he is always willing to share. My appreciation to Patience Henson for proofreading my dissertation and suggesting many improvements and to Dr. Todd Arbogast for his many helpful comments. I thank my friends and colleges, Yuhong Fu and Sergei Krivov, for their contribution. Finally, to my family, thank you for your love and patience throughout the years. The principle objective of this dissertation was to develop a fast solution method for the accurate large scale modeling of fluid dynamics problems involving emulsions. The objective has been achieved by combining boundary element methods with fast iterative solvers based on the fast multipole method. Our solution method required extending the fast multipole method to generalized electrostatics problems to periodic domains. In addition, we developed an efficient hierarchical time stepping scheme and adopted accurate integration schemes, particularly useful in simulation of dense emulsions. Our solution method was implemented on parallel computers and used to model a creaming experiment of an emulsion. vi Table of Contents Acknowledgments v Abstract vi List of Tables x List of Figures xi Chapter 1. Introduction 1 1.

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تاریخ انتشار 2002