Turbulence: Wall-Bounded Flows - Model & Theory
ORAL · Q28 ·
Presentations
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Universality of the logarithmic velocity profile restored
ORAL
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Authors
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Paolo Luchini
- Univ of Salerno
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Linear response theory for one point statistics in the log-law region of wall bounded turbulence
ORAL
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Authors
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Yukio Kaneda
- Aichi Institute of Technology
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Yoshinobu Yamamoto
- University of Yamanashi
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Yoshiyuki Tsuji
- Nagoya University
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Improved upper bounds on energy dissipation rates in plane Couette flow with boundary injection and suction
ORAL
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Authors
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Harry Lee
- University of Michigan - Ann Arbor
- University of Michigan
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Baole Wen
- The University of Texas at Austin
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Charles Doering
- University of Michigan - Ann Arbor
- Univ. of Michigan
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Quantifying wall turbulence via a symmetry approach: A Lie group theory.
ORAL
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Authors
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Zhen-Su She
- State Key Lab. for Turb. \& Complex Sys., College Engg., Peking Univ., Beijing 100871, China
- State Key Lab for Turb. \& Complex Sys., College Engg., Peking Univ., Beijing 100871, China
- SKLTCS, COE, Peking Univ.
- Peking University
- State Key Lab for Turb. & Complex Sys., College of Engg., Peking Univ., Beijing 100871, China
- State Key Lab. for Turb. & Complex Sys., College Engg., Peking Univ., Beijing 100871, China
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Xi Chen
- DOME, Texas Tech Univ.
- Department of Mechanical Engineering, Texas Tech University
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Fazle Hussain
- DOME, Texas Tech Univ.
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Modification of a Turbulent Boundary Layer within a Homogeneous Concentration of Drag reducing Polymer Solution.
ORAL
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Authors
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Yasaman Farsiani
- Oklahoma State University
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Brian Elbing
- Oklahoma State University
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Viscous versus inviscid exact coherent states in high Reynolds number wall flows
ORAL
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Authors
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Brandon Montemuro
- University of New Hampshire
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Joseph Klewicki
- University of New Hampshire
- University of Melbourne, University of New Hampshire
- Univ of New Hampshire
- University of New Hampshire, Department of Mechanical Engineering
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Christopher White
- University of New Hampshire
- Univ of New Hampshire
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Greg Chini
- University of New Hampshire
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Modeling wall-bounded flows at transcritical conditions
ORAL
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Authors
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Peter Ma
- Stanford Univ
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Xiang Yang
- Stanford Univ
- Stanford University
- Center for Turbulence Research, Stanford University
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Matthias Ihme
- Stanford University
- Stanford Univ
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Turbulent Kinetic Energy Budgets in a Planar Channel with a Sudden Expansion and Transverse Jets
ORAL
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Authors
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Nima Moallemi
- PhD Student, School of Engineering, The University of British Columbia-Okanagan campus, Canada
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Luca Chiabò
- Graduate Student, Instituto Universitario de Matematica Pura y Aplicada, Universitat Politecnica de Valencia, Valencia, Spain
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Sergio Hoyas
- Associate Professor, Instituto Universitario de Matematica Pura y Aplicada, Universitat Politecnica de Valencia, Valencia, Spain
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Joshua Brinkerhoff
- Assistant Professor, School of Engineering, The University of British Columbia-Okanagan campus, Canada
- University of British Columbia
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The role of return-to-isotropy in wall-bounded flows with buoyancy
ORAL
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Authors
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Elie Bou-Zeid
- Princeton University
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Xiang Gao
- Princeton University
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Gabriel Katul
- Duke University
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Restricted nonlinear large eddy simulations: Investigating RNL dynamics at infinite Reynolds number
ORAL
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Authors
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Dennice Gayme
- Johns Hopkins University
- The Johns Hopkins University
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Joel Bretheim
- Johns Hopkins University
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Charles Meneveau
- Johns Hopkins University
- Johns Hopkins Univ
- The Johns Hopkins University
- Department of Mechanical Engineering, Johns Hopkins University
- Johns Hopkins University, US
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Quasilinear models through the lens of resolvent analysis
ORAL
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Authors
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Beverley McKeon
- California Institute of Technology
- Caltech
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Greg Chini
- University of New Hampshire
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A vortical step model of the turbulent boundary layer
ORAL
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Authors
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Alireza Ebadi
- University of New Hampshire
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Juan Carlos Cuevas Bautista
- University of New Hampshire
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Christopher White
- University of New Hampshire
- Univ of New Hampshire
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Greg Chini
- University of New Hampshire
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Joseph Klewicki
- University of New Hampshire
- University of Melbourne, University of New Hampshire
- Univ of New Hampshire
- University of New Hampshire, Department of Mechanical Engineering
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