Monday, November 21, 2022
4:10PM - 4:23PM
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T27.00001: High-order inertial range scaling exponents in incompressible turbulence using generalized extended self-similarity
Sualeh Khurshid
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Monday, November 21, 2022
4:23PM - 4:36PM
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T27.00002: Temporal large-scale intermittency and its impact on flow statistics
Lukas Bentkamp, Michael Wilczek
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Monday, November 21, 2022
4:36PM - 4:49PM
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T27.00003: Non-locality and scaling of extreme events in fluid turbulence
Alain J Pumir, Dhawal Buaria
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Monday, November 21, 2022
4:49PM - 5:02PM
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T27.00004: Probability density functions of dissipation rate and enstrophy in turbulence
Toshiyuki Gotoh, Takeshi Watanabe, Izumi Saito
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Monday, November 21, 2022
5:02PM - 5:15PM
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T27.00005: Analyzing energy cascade of filtered vortices using a novel turbulence database framework
Hanxun Yao, Michael Schnaubelt, Alex Szalay, Tamer A Zaki, Charles Meneveau
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Monday, November 21, 2022
5:15PM - 5:28PM
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T27.00006: Statistical equilibrium of large scales in three-dimensional hydrodynamic turbulence
Jean-Baptiste Gorce, Eric Falcon
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Monday, November 21, 2022
5:28PM - 5:41PM
Author not Attending
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T27.00007: Detailed kinetic energy dynamics of turbulent fluids
Justin Beroz, Steven G Johnson, John W Bush
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Monday, November 21, 2022
5:41PM - 5:54PM
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T27.00008: Lagrangian curvature statistics from Gaussian sub-ensembles in turbulent von-Kármán flow
Yasmin Hengster, Daniel Schanz, Florian Huhn, Daniel Garaboa Paz, Eberhard Bodenschatz, Moritz Linkmann
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Monday, November 21, 2022
5:54PM - 6:07PM
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T27.00009: Scaling of Lagrangian acceleration in isotropic turbulence at high Reynolds numbers
Dhawal Buaria, Katepalli R Sreenivasan
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Monday, November 21, 2022
6:07PM - 6:20PM
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T27.00010: Dynamic Phase Alignment in Navier-Stokes Turbulence
Lucio M Milanese, Nuno F Loureiro, Stanislav A Boldyrev
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Monday, November 21, 2022
6:20PM - 6:33PM
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T27.00011: Characteristics of significant and insignificant regions in isotropic turbulence
Miguel P Encinar, Javier Jimenez
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Monday, November 21, 2022
6:33PM - 6:46PM
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T27.00012: Isotropy, super-isotropy, and the extension of von Karman-Howarth equation: a Lundgren-equation based probability density function approach and its solution to homogeneous isotropic turbulence
Dominik Plümacher, Simon Goertz, Martin Oberlack
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