Providing a unified treatment of recent advances, this book surveys effective and mathematically grounded methods for defining, locating and leveraging transport barriers. An excellent resource for advanced undergraduates and above, it includes links to an extensive collection of numerical demonstrations in Jupyter notebooks.
Providing a unified treatment of recent advances, this book surveys effective and mathematically grounded methods for defining, locating and leveraging transport barriers. An excellent resource for advanced undergraduates and above, it includes links to an extensive collection of numerical demonstrations in Jupyter notebooks.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
George Haller holds the Chair in Nonlinear Dynamics at the Institute of Mechanical Systems of ETH Zürich. Previously, he held tenured faculty positions at Brown University, McGill University and MIT. For his research in nonlinear dynamical systems, he has received numerous recognitions including a Sloan Fellowship, an ASME T. Hughes Young Investigator award, a Manning Assistant Professorship at Brown and a Faculty of Engineering Distinguished Professorship at McGill. He is an elected fellow of the SIAM, APS, ASME and an external member of the Hungarian Academy of Science. He is the author of more than 150 publications.
Inhaltsangabe
1. Introduction 2. Eulerian and Lagrangian fundamentals 3. Objectivity of transport barriers 4. Barriers to chaotic advection 5. Lagrangian and objective Eulerian coherent structures 6. Flow separation and attachment surfaces as transport barriers 7. Inertial LCSs: Transport barriers in finite-size particle motion 8. Passive barriers to diffusive and stochastic transport 9. Dynamically active barriers to transport Appendix References Index.
1. Introduction 2. Eulerian and Lagrangian fundamentals 3. Objectivity of transport barriers 4. Barriers to chaotic advection 5. Lagrangian and objective Eulerian coherent structures 6. Flow separation and attachment surfaces as transport barriers 7. Inertial LCSs: Transport barriers in finite-size particle motion 8. Passive barriers to diffusive and stochastic transport 9. Dynamically active barriers to transport Appendix References Index.
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