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George Haller's Group for Nonlinear Dynamical Systems

George Haller's Group for Nonlinear Dynamical Systems

http://www.georgehaller.com/

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PAGE TITLE
George Haller's Group for Nonlinear Dynamical Systems | georgehaller.com Reviews
<META>
DESCRIPTION
George Haller's Group for Nonlinear Dynamical Systems
<META>
KEYWORDS
1 LCS
2 LCS theory
3 Lagrangian Coherent Structures
4 computing LCS
5 finding LCS
6 objectivity
7 unsteady separation
8 nonlinear dynamics of unsteady separation
9 invariant manifolds
10 nonlinear dynamics
CONTENT
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PAGE
about us,overview,meet the team,press archive,group events,alumni,research,available projects,highlights,student projects,education,courses,academic development,registration and application,publications,papers,books,software,team members,open positions
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George Haller's Group for Nonlinear Dynamical Systems | georgehaller.com Reviews

https://georgehaller.com

George Haller's Group for Nonlinear Dynamical Systems

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1

Published books by George Haller

http://www.georgehaller.com/publications/books.html

To view the full list of Publications by the Nonlinear Dynamics group click here. G Haller, Chaos Near Resonance. Springe, New York (1999) 448 pages. An extensive bibliography and the many examples make this clearly-written book an excellent introduction to these techniques for identifying chaos in perturbations of systems with resonance. Applied Mechanics Reviews, Vol. 53/4, April 2000. Matthew Nicol, BUlletin of the LMS, No. 162, Vol. 33/3, May 2001. Black holes' of the ocean could curb climate change.

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George Haller

http://www.georgehaller.com/about/events/index.html

Group retreat, Spring 2016. Christmas Dinner, 2015. Group retreat, Spring 2015. Christmas Dinner, 2014. Group retreat, Winter 2014. Christmas Dinner, 2013. Walls of Water Make Chaotic Currents More Predictable. Scientific American, 2013. The Maxey- Riley equation: Existence, uniqueness and regularity of solutions. The Maxey - Riley equation: Existence, uniqueness and regularity of solutions. Click to find out more. Nonlinear Dynamics Prof. George Haller.

3

Team members at George Haller's Nonlinear Dynamics Group

http://www.georgehaller.com/about/team.html

T 41 44 632 35 72. F 41 44 632 11 45. Email fonfe@imes.mavt.ethz.ch. Chair in Nonlinear Dynamics. Institute for Mechanical Systems ETH Zurich. LEE Bldg M.210 Leonhardstrasse 21 8092 Zürich. T 41 44 633 82 50. Email Prof. George Haller. Institute for Mechanical Systems ETH Zurich. LEE Bldg M.205 Leonhardstrasse 21 8092 Zürich. T 41 44 632 36 41. Email Dr. Paolo Tiso. Visiting Professor (Purdue University). Institute for Mechanical Systems ETH Zurich. LEE Bldg M.208 Leonhardstrasse 21 8092 Zürich. LEE Bldg...

4

About George Haller's Nonlinear Dynamics Group

http://www.georgehaller.com/about/index.html

T 41 44 633 82 50. Biosketch of George Haller. Black holes' of the ocean could curb climate change. New Scientist, 2013. The Maxey- Riley equation: Existence, uniqueness and regularity of solutions. The Maxey - Riley equation: Existence, uniqueness and regularity of solutions. Click to find out more. Nonlinear Dynamics Prof. George Haller. Institute for Mechanical Systems, ETH Zurich, LEE Bldg, M.209, Leonhardstrasse 21 8092, Zürich, Switzerland Tel.: 41 44 633 82 50, Fax: 41 44 632 11 45.

5

Courses by Prof. George Haller

http://www.georgehaller.com/education/courses.html

Tel: 41 44 632 35 72. Fax: 41 44 632 11 45. Nonlinear Dynamics and Chaos I. Nonlinear Dynamics and Chaos II. Black holes' of the ocean could curb climate change. New Scientist, 2013. The Maxey- Riley equation: Existence, uniqueness and regularity of solutions. The Maxey - Riley equation: Existence, uniqueness and regularity of solutions. Click to find out more. Nonlinear Dynamics Prof. George Haller.

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Themis Sapsis

http://sandlab.mit.edu/index.php/people/11-web-articles/46-themistoklis-sapsis

Quantification of extreme events in nonlinear systems. Closure and reduction of turbulent systems - MQG. Reduction of chaotic fluid flows with DO equations. Targeted energy transfer in nonlinear oscillators. Transport and mixing of finite-size particles. Dynamical systems excited by correlated noise. PhD in Mechanical Engineering - Massachusetts Institute of Technology. Thesis: Dynamically orthogonal field equations for stochastic fluid flows and particle dynamics. Advisors: P. Lermusiaux. Best paper awa...

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Collaborations with Mattia Gazzola - Mattia Gazzola

http://www.mattiagazzola.com/collaborations.html

Vita &plus; CV. ONGOING AND PAST COLLABORATIONS (COUNTRYWISE SORTED). University of Colorado Boulder). Super computing center CSCS - ETH Zurich). Aerodynamics and Acoustics Lab - GE Global Research). Université Catholique de Louvain). University of Nice Sophia Antipolis). Jean Kuntzmann Laboratory - Grenoble).

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Themis Sapsis

http://www.sand-lab.com/index.php/people/11-web-articles/46-themistoklis-sapsis

Quantification of extreme events in nonlinear systems. Closure and reduction of turbulent systems - MQG. Reduction of chaotic fluid flows with DO equations. Targeted energy transfer in nonlinear oscillators. Transport and mixing of finite-size particles. Dynamical systems excited by correlated noise. PhD in Mechanical Engineering - Massachusetts Institute of Technology. Thesis: Dynamically orthogonal field equations for stochastic fluid flows and particle dynamics. Advisors: P. Lermusiaux. Best paper awa...

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