Nonlinear Dynamics: Coherent Structures
ORAL · A11 · ID: 2665875
Presentations
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Explaining flow patterns by non-existing solutions of the governing equations
ORAL
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Presenters
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Tobias M Schneider
- EPFL
Authors
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Tobias M Schneider
- EPFL
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Omid Ashtari
- EPFL
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Jeremy P Parker
- University of Dundee
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Zheng Zheng
- EPFL
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Pierre Beck
- EPFL
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Abstract Withdrawn
ORAL · Withdrawn
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Using exact coherent structures to describe intermittent Taylor-Couette flow
ORAL
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Presenters
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Michael F Schatz
- Georgia Institute of Technology
Authors
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Michael F Schatz
- Georgia Institute of Technology
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Wesley Toler
- Georgia Institute of Technology
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Roman O Grigoriev
- Georgia Institute of Technology
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Transition to turbulence in the Stokes Boundary Layer: Edge States and Unsteady Self-Sustained Process (USSP)
ORAL
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Presenters
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Jorge Sandoval
- University of Dundee / University of Edinburgh
Authors
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Jorge Sandoval
- University of Dundee / University of Edinburgh
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Tom S Eaves
- University of Dundee
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Coherent structure interactions driven by excited hidden modes
ORAL
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Presenters
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Marc Pradas
- Open University
Authors
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Marc Pradas
- Open University
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Alexander Round
- The Open University
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Te-Sheng Lin
- National Yang Ming Chiao Tung University
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Dmitri Tseluiko
- Loughborough University
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Serafim Kalliadasis
- Imperial College London
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Evaluating the complexity of a separated laminar boundary layer flow using the flow's topological features and excess entropy
ORAL
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Presenters
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Huixuan Wu
- Florida State University
Authors
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Huixuan Wu
- Florida State University
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Burak A Tuna
- Florida State University
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Zhongquan Zheng
- Utah State University
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Liquid-liquid phase-separated pattern propagation in ternary mixtures
ORAL
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Presenters
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Tejas Dethe
- Princeton University
Authors
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Tejas Dethe
- Princeton University
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Niki Abbasi
- Princeton University
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Howard A Stone
- Princeton University
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Andrej Kosmrlj
- Princeton University
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Non-linear hydrodynamic forces in opposite micro cantilever beams oscillating in viscous fluid
ORAL
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Publication: 1. Devsoth, L., & Pandey, A. K. (2024). Hydrodynamic forces in higher modes of a thin cantilever beam resonator. Physics of Fluids, 36(3).
2. Devsoth, L., & Pandey, A. K. (2023). Hydrodynamic forces in non-uniform cantilever beam resonator. International Journal of Mechanical Sciences, 244, 108078.
3. Devsoth, L., & Pandey, A. K. (2024). Hydrodynamic forces in array of uniform and non-uniform cantilever beams. Journal of Fluids and Structures, 124, 104036.Presenters
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Lalsingh Devsoth
- Indian Institute of Technology Hyderabad
Authors
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Lalsingh Devsoth
- Indian Institute of Technology Hyderabad
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Ashok Kumar Pandey
- Indian Institute of Technology Hyderabad
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ABSTRACT WITHDRAWN
COFFEE_KLATCH
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