Table of Contents

1. Kinematics, balance equations and principles of stokes flow; 2. Fundamental solutions of the stokes equation and the point-particle approximation; 3. Beyond point particles; 4. Fundamental solutions for bounded geometries; 5. First effects of inertia; 6. Thermal fluctuations and Brownian Motion; 7. Stochastic differential equations; 8. Coarse-grained models of polymers in dilute solution; 9. Rheology and viscoelastic flow phenomena; Appendix. Mathematical background; References; Index.

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Provides a foundation for understanding complex fluids by integrating fluid dynamics, statistical physics, and polymer and colloid science.

About the Author

Michael D. Graham is the Vilas Distinguished Achievement Professor and Harvey D. Spangler Professor of Chemical and Biological Engineering at the University ofWisconsin, Madison. His research focuses on theoretical and computational studies of the fluid dynamics of complex fluids. Among his recognitions are a CAREER Award from the National Science Foundation (NSF), the François Frenkiel and Stanley Corrsin Awards from the American Physical Society Division of Fluid Dynamics, and the Kellett Mid-Career Award at the University of Wisconsin, Madison. He has served as associate editor of the Journal of Fluid Mechanics and editor-in-chief of the Journal of Non-Newtonian Fluid Mechanics. He is coauthor of the textbook Modeling and Analysis Principles for Chemical and Biological Engineers (2013).