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Dive into the research topics where Joseph Klewicki is active.

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Featured researches published by Joseph Klewicki.


Physics of Fluids | 2001

A comparative study of near-wall turbulence in high and low Reynolds number boundary layers

Meredith Metzger; Joseph Klewicki

The present study explores the effects of Reynolds number, over three orders of magnitude, in the viscous wall region of a turbulent boundary layer. Complementary experiments were conducted both in the boundary layer wind tunnel at the University of Utah and in the atmospheric surface layer which flows over the salt flats of the Great Salt Lake Desert in western Utah. The Reynolds numbers, based on momentum deficit thickness, of the two flows were Rθ=2×103 and Rθ≈5×106, respectively. High-resolution velocity measurements were obtained from a five-element vertical rake of hot-wires spanning the buffer region. In both the low and high Rθ flows, the length of the hot-wires measured less than 6 viscous units. To facilitate reliable comparisons, both the laboratory and field experiments employed the same instrumentation and procedures. Data indicate that, even in the immediate vicinity of the surface, strong influences from low-frequency motions at high Rθ produce noticeable Reynolds number differences in the ...


Journal of Fluid Mechanics | 1990

On accurately measuring statistics associated with small-scale structure in turbulent boundary layers using hot-wire probes

Joseph Klewicki; R. E. Falco

Spanwise vorticity measurements have been performed in zero-pressure-gradient boundary layers over the range 1010<R θ <4850 using a four-wire probe. In addition experiments quantifying the spatial and temporal resolution required to obtain an accurate statistical representation of the small-scale structure of wall-bounded turbulence were performed


Journal of Fluids Engineering-transactions of The Asme | 2010

Reynolds Number Dependence, Scaling, and Dynamics of Turbulent Boundary Layers

Joseph Klewicki

The past two decades (approximately 1990 to 2010) have witnessed an ever-quickening pace of new findings pertaining to the Reynolds number dependencies, scaling, and dynamics of turbulent boundary layer flows (and wall-bounded turbulent flows in general). Given this, an important objective of the present effort is to provide a review that enables researchers new to the field (e.g., graduate students) to gain an appreciation for, and an understanding of, the prevalent research themes currently under investigation. Thus, the emphasis is more on laying a contextual foundation rather than, for example, comprehensively reporting all of the research findings of the past 20 years. The review begins with a brief exposition of scaling concepts and the normalizing parameters used in exploring Reynolds number dependence. An overall focus of the effort is to describe the scaling problem in relation to the underlying behaviors of the governing transport equations. For this reason, a number of relevant equations are concisely presented. The technical challenges associated with reliably exploring Reynolds number dependence are nontrivial and are of central importance. Thus, a separate section is devoted to this topic. Similarly, since they factor importantly relative to understanding and organizing the data trends, the attributes, strengths, and weaknesses of the various theoretical approaches and models (both physical and mathematical) are briefly reviewed. The statistical data presented primarily focus on means and variances since these quantities most directly relate to the time-averaged equations. Recent results pertaining to the spatial structure of turbulent boundary layers provide a useful context for describing instantaneous dynamics, often involving coherent vortical motions and including the so-called inner/outer interaction. Overall, the cumulative evidence increasingly supports a paradigm in which the scaling behaviors of the statistical profiles stem from the existence of an internal hierarchy of motions that approach a dynamically self-similar state as the Reynolds number becomes large.


Boundary-Layer Meteorology | 2012

Towards Reconciling the Large-Scale Structure of Turbulent Boundary Layers in the Atmosphere and Laboratory

Nicholas Hutchins; Kapil Chauhan; Ivan Marusic; Jason Monty; Joseph Klewicki

A collaborative experimental effort employing the minimally perturbed atmospheric surface-layer flow over the salt playa of western Utah has enabled us to map coherence in turbulent boundary layers at very high Reynolds numbers,


Physics of Fluids | 2001

Scaling the near-wall axial turbulent stress in the zero pressure gradient boundary layer

Meredith Metzger; Joseph Klewicki; K. L. Bradshaw; Reza Sadr


Physics of Fluids | 1995

Viscous sublayer flow visualizations at Rθ≂1 500 000

Joseph Klewicki; Meredith Metzger; E. Kelner; E. M. Thurlow

{Re_{\tau}\sim\mathcal{O}(10^6)}


Physics of Fluids | 1994

Vortical motion contributions to stress transport in turbulent boundary layers

Joseph Klewicki; J. A. Murray; R. E. Falco


Journal of Fluid Mechanics | 2009

On the logarithmic mean profile

Joseph Klewicki; Paul C. Fife; Tie Wei

. It is found that the large-scale coherence noted in the logarithmic region of laboratory-scale boundary layers are also present in the very high Reynolds number atmospheric surface layer (ASL). In the ASL these features tend to scale on outer variables (approaching the kilometre scale in the streamwise direction for the present study). The mean statistics and two-point correlation map show that the surface layer under neutrally buoyant conditions behaves similarly to the canonical boundary layer. Linear stochastic estimation of the three-dimensional correlation map indicates that the low momentum fluid in the streamwise direction is accompanied by counter-rotating roll modes across the span of the flow. Instantaneous flow fields confirm the inferences made from the linear stochastic estimations. It is further shown that vortical structures aligned in the streamwise direction are present in the surface layer, and bear attributes that resemble the hairpin vortex features found in laboratory flows. Ramp-like high shear zones that contribute significantly to the Reynolds shear-stress are also present in the ASL in a form nearly identical to that found in laboratory flows. Overall, the present findings serve to draw useful connections between the vast number of observations made in the laboratory and in the atmosphere.


Journal of Fluid Mechanics | 2005

Stress gradient balance layers and scale hierarchies in wall-bounded turbulent flows

Paul C. Fife; Tie Wei; Joseph Klewicki; P. A. McMurtry

Based upon high resolution LDA measurements over a range of momentum deficit thickness Reynolds numbers (Rθ=U∞θ/ν) from 1430 to 31 000, DeGraaff and Eaton [J. Fluid Mech. 422, 319 (2000)] propose a new mixed scaling for the near-wall region profile of the axial turbulent stress, u2¯. The present results support the validity of this scaling over an extended Reynolds number range 1000⩽Rθ⩽5×106.


Journal of Fluid Mechanics | 2007

Near-surface particle image velocimetry measurements in a transitionally rough-wall atmospheric boundary layer

Scott C. Morris; Scott Stolpa; Paul E. Slaboch; Joseph Klewicki

Plan view flow visualization experiments were conducted in the atmospheric surface layer that flows over the Great Salt Lake Desert at the U.S. Army Dugway Proving Ground, Dugway, Utah. Measurements were acquired on a nonconductive, polyethylene platform made flush with the desert floor. Surface conditions upstream of the measurement site were flat, devoid of vegetation, and because of the dried mud/clay/salt composition, essentially dust free. Local surface variations ranged between 1 and 3 mm, which corresponded to three to ten viscous units during the experiments. Flow visualizations were accomplished by continuously injecting theatrical fog through a tangential slit covering a smoke reservoir buried under the platform. During the visualizations, the atmospheric surface layer flow was near neutral thermal stability. Flow velocities at 2.0 m above the surface maintained directional constancy, with a magnitude of about 1.5 m/s. A single element hot‐wire probe positioned near y+=3.4 was used to measure th...

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Christopher White

University of New Hampshire

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Ivan Marusic

University of Melbourne

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Tie Wei

Pennsylvania State University

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Faraz Mehdi

University of New Hampshire

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