2015 - Fellow of American Physical Society (APS) Citation For pioneering contributions in understanding liddriven cavity flow and transport phenomena in coupled physicalbiological systems, and seminal contributions to the theory of stratified turbulence and internal wave breaking
Jeffrey R. Koseff mostly deals with Mechanics, Turbulence, Reynolds number, Flow visualization and Oceanography. His study with Turbulence involves better knowledge in Meteorology. His research investigates the connection with Reynolds number and areas like Computer simulation which intersect with concerns in Internal wave.
His Flow visualization research includes themes of Computational fluid dynamics, Optics, Geometry, Vortex and Anemometer. His Oceanography study integrates concerns from other disciplines, such as Spatial ecology, Phytoplankton and Macrocystis pyrifera. His Turbulence modeling research is multidisciplinary, relying on both Strain rate tensor, Cauchy stress tensor, Froude number and Applied mathematics.
Mechanics, Turbulence, Oceanography, Reynolds number and Internal wave are his primary areas of study. In the subject of general Mechanics, his work in Stratified flow, Flow visualization, Stratified flows and Froude number is often linked to Materials science, thereby combining diverse domains of study. His work on Richardson number and Turbulence kinetic energy as part of general Turbulence research is frequently linked to Mixing, bridging the gap between disciplines.
As a part of the same scientific study, Jeffrey R. Koseff usually deals with the Oceanography, concentrating on Phytoplankton and frequently concerns with Estuary, Grazing and Bloom. His Reynolds number research integrates issues from Flow, Shear flow, Rotation and Fluid dynamics. His studies deal with areas such as Gravity current, Gravity, Pycnocline, Classical mechanics and Breaking wave as well as Internal wave.
Jeffrey R. Koseff mainly investigates Mechanics, Internal wave, Gravity current, Turbulence and Stratification. In general Mechanics study, his work on Reynolds number and Free surface often relates to the realm of Materials science and Mixing, thereby connecting several areas of interest. His work carried out in the field of Reynolds number brings together such families of science as Drag, Plume and Preferential alignment.
Jeffrey R. Koseff has researched Internal wave in several fields, including Gravity, Pycnocline and Richardson number. His Turbulence research includes elements of Diel vertical migration, Oceanography, Canopy and Atmospheric sciences. His research integrates issues of Krill, Zooplankton, Biogeochemical cycle, Eddy and Water column in his study of Stratification.
His primary scientific interests are in Mechanics, Stratification, Turbulence, Settling and Oceanography. His work on Reynolds number and Shear instability as part of general Mechanics research is frequently linked to Surface expression, thereby connecting diverse disciplines of science. His Reynolds number study combines topics in areas such as Physical model, Wind power, Flow and Turbine.
Jeffrey R. Koseff mostly deals with Richardson number in his studies of Turbulence. His studies in Settling integrate themes in fields like Stokes drift, Shear flow, Preferential alignment, Plume and Drag. His Oceanography study combines topics from a wide range of disciplines, such as Eddy and Advection.
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A dynamic mixed subgrid‐scale model and its application to turbulent recirculating flows
Yan Zang;Robert L. Street;Jeffrey R. Koseff.
Physics of Fluids (1993)
A non-staggered grid, fractional step method for time-dependent incompressible Navier-Stokes equations in curvilinear coordinates
Yan Zang;Robert L. Street;Jeffrey R. Koseff.
Journal of Computational Physics (1994)
The Lid-Driven Cavity Flow: A Synthesis of Qualitative and Quantitative Observations
J. R. Koseff;R. L. Street.
Journal of Fluids Engineering-transactions of The Asme (1984)
Density Stratification, Turbulence, but How Much Mixing?
Gregory Ivey;K.B. Winters;J.R. Koseff.
Annual Review of Fluid Mechanics (2008)
Parameterization of turbulent fluxes and scales using homogeneous sheared stably stratified turbulence simulations
Lucinda H. Shih;Jeffrey R. Koseff;Gregory N. Ivey;Joel H. Ferziger.
Journal of Fluid Mechanics (2005)
Reynolds number and end‐wall effects on a lid‐driven cavity flow
Ajay K. Prasad;Jeffrey R. Koseff.
Physics of Fluids (1989)
Visualization Studies of a Shear Driven Three-Dimensional Recirculating Flow
J. R. Koseff;R. L. Street.
Journal of Fluids Engineering-transactions of The Asme (1984)
Spectral wave dissipation over a barrier reef
Ryan J. Lowe;James L. Falter;Marion D. Bandet;Geno Pawlak.
Journal of Geophysical Research (2005)
A numerical study of the evolution and structure of homogeneous stably stratified sheared turbulence
Steven E. Holt;Jeffrey R. Koseff;Joel H. Ferziger.
Journal of Fluid Mechanics (1992)
Oscillatory flow through submerged canopies: 1. Velocity structure
Ryan J. Lowe;Jeffrey R. Koseff;Stephen G. Monismith.
Journal of Geophysical Research (2005)
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