000			01909 a2200193 4500
003			OSt
005			20241218171431.0
008			241218b |||||||| |||| 00| 0 eng d
020			_a9781009225175
040			_aICTS-TIFR
050			_aTA357 .H35
100			_aGeorge Haller
245			_aTransport barriers and coherent structures in flow data: advective, diffusive, stochastic and active methods
260			_bCambridge University Press, _aCambridge, U.K.: _c[c2023]
300			_a41 p.
505			_a1. 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.
520			_aTransport barriers are observed inhibitors of the spread of substances in flows. The collection of such barriers offers a powerful geometric template that frames the main pathways, or lack thereof, in any transport process. This book surveys effective and mathematically grounded methods for defining, locating and leveraging transport barriers in numerical simulations, laboratory experiments, technological processes and nature. It provides a unified treatment of material developed over the past two decades, focusing on the methods that have a solid foundation and broad applicability to data sets beyond simple model flows. The intended audience ranges from advanced undergraduates to researchers in the areas of turbulence, geophysical flows, aerodynamics, chemical engineering, environmental engineering, flow visualization, computational mathematics and dynamical systems.---summary provided by publisher
942			_2lcc _cBK
999			_c35484 _d35484