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MIT Stochastic Analysis and Nonlinear Dynamics Lab - Themis Sapsis group

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. Long-term probabilistic quantification and short-term prediction of extreme waves. Targeted energy transfer in nonlinear oscillators with applications in energy harvesting and passive protection of structures.

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MIT Stochastic Analysis and Nonlinear Dynamics Lab - Themis Sapsis group | sandlab.mit.edu Reviews

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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. Long-term probabilistic quantification and short-term prediction of extreme waves. Targeted energy transfer in nonlinear oscillators with applications in energy harvesting and passive protection of structures.

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7 conference papers

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MIT Stochastic Analysis and Nonlinear Dynamics Lab - Themis Sapsis group | sandlab.mit.edu Reviews

https://sandlab.mit.edu

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. Long-term probabilistic quantification and short-term prediction of extreme waves. Targeted energy transfer in nonlinear oscillators with applications in energy harvesting and passive protection of structures.

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sandlab.mit.edu

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Seminars

http://sandlab.mit.edu/index.php/seminars

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. Subscribe to the Stochastic Analysis and Nonlinear Dynamics Seminar Series Mailing List. Rogue Waves within the Framework of Weakly Nonlinear Evolution Equations Applicability and Limitations. In this talk I...

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MIT SAND Lab - News

http://sandlab.mit.edu/index.php/news

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. Oct 5, 2016. The paper "Energy exchange and localization in essentially nonlinear oscillatory systems: Canonical formalism" has been accepted to. ASME - Journal of Applied Mechanics. Oct 12, 2016. Mar 4, 2016.

3

Jocie has won the 2015 Student Paper Award at the Regional SNAME Competition

http://sandlab.mit.edu/index.php/news/123-jocie-has-won-the-2015-student-paper-award-at-the-regional-sname-competition

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. May 18, 2015. Jocie is the winner of the 2015 Student Paper Award at the Regional SNAME Competition. Congratulations Jocie! Department of Mechanical Engineering. Massachusetts Institute of Technology.

4

Paper accepted to Physical Review E

http://sandlab.mit.edu/index.php/news/125-paper-accepted-to-pre

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. May 30, 2015. Our paper on the nonlinear stability of unidirectional wave-groups has been accepted to Physical Review E. The paper can be found here: [pdf]. Department of Mechanical Engineering.

5

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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georgehaller.com

Alumni of George Haller's Nonlinear Dynamics Group

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

CLA J 19.1. Tannenstrasse 3, 8092 Zürich. T 41 44 632 77 65. F 41 44 632 11 45. VP Europe Aero Engine Commercial Strategy for Forgings, Rings and Fasteners at Alcoa EPS. San Diego State University. University of Central Arkansas. City University of New York. University of East Anglia. Senior Staff Research Scientist. Nonlinear Dynamics Prof. George Haller.

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Farazmand

http://www.mfarazmand.com/home

Massachusetts Institute of Technology. Tel: 1 617 253 5546. Email: mfaraz {at} mit.edu.

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MIT Stochastic Analysis and Nonlinear Dynamics Lab - Themis Sapsis group

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. Long-term probabilistic quantification and short-term prediction of extreme waves. Targeted energy transfer in nonlinear oscillators with applications in energy harvesting and passive protection of structures.

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