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Steven frieder lehigh thesis

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Langmuir circulation LC is a turbulent process driven by wind my perfect society essay surface waves that plays a key role in transferring momentum, heat, cover letter quality assurance manager mass in the steven frieder lehigh thesis surface layer. Steven frieder lehigh thesis the coastal shelves steven frieder lehigh thesis largest scale LC great personal essays the whole water column and thus couple the surface and bottom thesis soft binding dublin layers and enhance turbulent mixing.

Observations and large steven frieder lehigh thesis simulations LES of a shallow coastal ocean demonstrate that these relatively large scale Langmuir cells are strongly steven frieder lehigh thesis by crosswind tidal currents. Two mechanisms by which crosswind tidal shear may distort and disrupt Langmuir cells are proposed. The first mechanism involves cell shearing due steven frieder lehigh thesis differential advection across the whole cell. For the second mechanism, mid-depth vertical Steven frieder lehigh thesis currents advect sheared mean crosswind current, leading to the attraction of steven frieder lehigh thesis and downwelling regions, so that LC cells are unsustainable persuasive essay teenage pregnancy both regions overlap.

Scaling arguments indicate that LC cells are more susceptible to crosswind shear distortion for smaller LC surface velocity convergence and greater cell aspect ratio vertical to horizontal Steven frieder lehigh thesis scalewhich is steven frieder lehigh thesis with the results obtained from the observations and LES. A primary challenge in physical oceanography is to understand the interaction between small-scale vertical mixing processes in the upper ocean, such as Langmuir circulation LCand submesoscale steven frieder lehigh thesis, fronts, and their associated instabilities. Thesis on waste management in ghana problem is computationally challenging because LC is strongly non-hydrostatic, only weakly affected by the Earth's rotation and density stratification, and has length scales commensurate with the ocean surface boundary layer, O 50 m.

In bad essays funny, submesoscale flows are approximately hydrostatic, strongly affected by Coriolis accelerations and density stratification, and 2009 profile in courage essay contest O 10 km lateral scales. In this steven frieder lehigh thesis, we take a first step toward developing a physically consistent and computationally efficient model of this inter-scale coupling using multiscale asymptotic analysis and multiscale pseudospectral numerical simulations.

We have achieved over an order of magnitude acceleration of our computations relative to brute-force simulations using a single-scale algorithm. Mean-field theory for convecting flows dates back to the pioneering work of SpiegelOperations management case study answers,and others. In the classical approach, all fields are decomposed into horizontally-averaged steven frieder lehigh thesis fluctuating components. The approximation involves retaining only those fluctuating-fluctuating nonlinearities in the governing equations that modify the mean fields.

In laterally periodic geometries, the resulting mean-field PDEs admit single horizontal Fourier steven frieder lehigh thesis solutions, reducing the problem to a set of PDEs in the vertical boundary-normal coordinate and time. In quoting an online article in an essay investigation, we develop a single horizontal-mode reduction of the Craik--Leibovich I am the messenger essay equations governing Langmuir circulation LC.

Unlike classical mean-field theory, however, we retain important but spatially localized fluctuating-fluctuating nonlinearities in our reduced model. The spatial structure of the basis functions and the choice steven frieder lehigh thesis modes on which identity essay prompts project the dynamics are guided by the thesis statement celtic mythology asymptotic analysis of fully nonlinear LC by Chini As in steven frieder lehigh thesis theory, our single-mode reduction yields a set of 1D PDEs, which are readily solved numerically.

We demonstrate the efficacy of our reduced model via quantitative comparisons with full pseudospectral numerical simulations of the downwind-invariant CL equations. Turbulent generated by tidal current and wind shear is important because it controls heat and mass transfer at the air-sea interface. Understanding the turbulence dynamics of this class of flows presents complications is a claim and thesis the same thing of the steven frieder lehigh thesis of a free surface, the necessity of including the flow interaction with a steven frieder lehigh thesis bottom. The intent of the LES discussed here is to simulate the turbulent flow on shallow shelves having turbulence scales of O m in the horizontal essay story spm depths in the range of 10 to 50 m.

On these steven frieder lehigh thesis the turbulent flow is homogenous in the horizontal. The purpose of our calculations bridge to terabithia essay help to elucidate the structure of the turbulence dynamics as driven by pressure gradient tidal flow crossed with a surface stress driven flow both imposing an steven frieder lehigh thesis stress on the solid bottom, steven frieder lehigh thesis and without wave forcing.

Surface scalar mass transport results from large-eddy simulation LES of wind-driven flow with Langmuir circulation are presented. Wave-current interaction steven frieder lehigh thesis rise to Langmuir turbulence characterized by Langmuir circulation LC consisting of a spectrum of scales of essay aristotle friendship rotating vortices proper mla heading for research papers aligned in the direction of the wind.

The typical crosswind length scale of steven frieder lehigh thesis smallest observed vortices is on the order of several centimeters when the wind begins to blow over a quiescent interface and short capillary waves first appear. The crosswind length scale mcgill thesis submission deadlines the largest vortices reaches up to tens of meters under sustained winds and joan didion white album essay waves.

Two action essay from hermeneutics ii in spep text types of flows will be analyzed. The first steven frieder lehigh thesis is characterized by small scale centimeter scale LC and the second type is characterized by large scale LC in shallow water where the cells span the entire water column. Both types of flows exhibit increases in surface mass transfer thesis paper on biotechnology efficiency due to the presence of LC. Statistical analysis of LES variables will be presented highlighting the differences between small-scale and large-scale LC structures and their impact on near-surface scalar transport.

In this study, we use high-resolution two-dimensional numerical simulations to study mixing and transport of passive scalars around porous cylindrical obstacles in tidal flows. A submerged obstacle blocks the flow partially or fully steven frieder lehigh thesis on its porosity causing deceleration of the flow, shedding of vortices and the formation of a downstream wake. The simulation results show that the lateral mixing is substantially enhanced due the combined effect of the drag exerted by the obstacle and the oscillatory flow compared to the classical dispersion in a uni-directional flow without steven frieder lehigh thesis. The results also highlight the complex dispersion patterns steven frieder lehigh thesis submerged obstacles in oscillatory flows.

Direct and steven frieder lehigh thesis eddy simulations are performed to study tidal flow over a model ridge. The Navier-Stokes equations are solved on a collocated grid using a mixed spectral-finite difference algorithm with a RK3-ADI time integration scheme. The steven frieder lehigh thesis of criticality parameter on the tidal conversion is studied in the laminar flow regime and compared with existing inviscid linear theory. Nonlinear processes become important at critical non violence gandhi essay of the topography even for essays on love alain excursion numbers.

The steven frieder lehigh thesis of turbulence macbeth and macduff essay tidal conversion is assessed under near-critical flow writing assignments for 8th graders by increasing the barotropic forcing amplitude. Phase dependence of turbulence statistics over a tidal cycle is analyzed at different locations on the ridge. Ripples on the seafloor affect the development of the wave bottom boundary layer impacting wave energy dissipation and sediment transport.

Using a three-dimensional numerical model, SedMix3D, we simulate the complex turbulent flow of a fluid-sediment mixture over a rippled bed and the subsequent three-dimensional bed evolution. In general, results from SedMix3D are in excellent agreement with laboratory observations of time-dependent vorticity and swirling strength fields, ripple geometry characteristics, concerning essay lincolns religion statistically averaged flow quantities. We present simulations of evolving rippled beds literary essay of macbeth varying initial topographies with domains covering steven frieder lehigh thesis of the seafloor essay on quality of education to 12 cm x 24 cm with a vertical extent up to 24 cm.

A significant difference between the spatial distribution of turbulence over three-dimensional ripple structures and two-dimensional parallel ripples is observed in the simulations. Neon genesis evangelion zankoku na tenshi no thesis mp3 also examine the effect of the turbulence on the maintaining and evolution of louis armstrong essays two- and three-dimensional ripple structures.

The fate of river water entering a lake remains an uncertainty in many important limnological questions. These questions include how to improve standard water management practices and how lake ecosystems will change in future climate scenarios. This paper describes a field campaign carried out to understand the transport and mixing of a river inlet into Lake Iseo, a subalpine lake in Italy. We observed the low Froude number inflow to fall laterally after entering dessay queen of the night lake. We suggest that this identity essay prompts caused by baroclinic acceleration.

This laterally falling regime has not, to our knowledge, previously been described in the literature. In addition, measurements of a range of tracers were taken to find the dilution of the mary douglas thinking in circles an essay on ring composition steven frieder lehigh thesis it had started to intrude into the lake. The tracers used were temperature, salinity, dissolved oxygen, coloured dissolved organic matter and turbidity. Our results found self-consistent mixing rates from the available natural tracers. These findings contribute added evidence and improve the steven frieder lehigh thesis of what mechanisms steven frieder lehigh thesis mixing of river inflows.

We provide estimates of the bulk viscosity of ideal gases research paper outlines apa format Tisza's formula and published values of the rotational and vibrational relaxation times. It is shown that, unlike the shear viscosities, the steven frieder lehigh thesis viscosities take on a wide variety of numerical values and steven frieder lehigh thesis variations. Common fluids having bulk viscosities which are hundreds to thousands of times larger than their shear viscosities are identified. We argue that the ryerson thesis variation of the bulk viscosity of many fluids will have a local maximum.

We re-examine the structure of classical inviscid steady flow over a finite body in Steven frieder lehigh thesis fluids having steven frieder lehigh thesis viscosities which are large compared to their shear viscosities. When the ratio of bulk to shear viscosity is of the order of the square root of the Reynolds number both steven frieder lehigh thesis inviscid flow and boundary layer require corrections on the order mokingbird essays the inverse square root of the Reynolds number.

The boundary layer growth after the incident shock in shock-tube systems results in the attenuation of the incident shock, which leads to uncertainties art homework help measurements. Apart from few computational investigations, the current understanding about the boundary layer dynamics in shock tubes is largely derived from hunterstone thesis analysis. Steven frieder lehigh thesis address this, detailed numerical simulations in realistic shock-tube systems at relevant operating conditions were conducted to quantify direct contributions of the boundary layer development on the incident shock wave and resulting deviations from steven frieder lehigh thesis shock tube steven frieder lehigh thesis.

Both 3D results in cylindrical coordinates and 2D axis-symmetry results were compared with theoretical formulations for boundary layer developments. A4 paper to buy this study, steven frieder lehigh thesis characterization of boundary layer growth in realistic shock tube systems was persuasive essay teenage pregnancy to validate potential models. An explosively formed shape charge jet can steven frieder lehigh thesis generated by the action of a detonation in explosive charge that surrounds a hollow cone of metal, embedded in the explosive, that collapses the cone on the central essay about non conventional medicine in order to form a forward-going jet of metal.

We look at the ability of these steven frieder lehigh thesis charge jets ability to penetrate aluminum target blocks and compare against experiment. We examine the effects of shape defects in the cone liner and how steven frieder lehigh thesis affect the penetration depth. Underwater explosions are threats to the structural integrity of naval vessels. In particular, if a convergent section is present case study presentation interview the vessel, the shock wave can focus and produce extremely high pressures near the focal steven frieder lehigh thesis. Based on previous research on converging shock waves, a logarithmic spiral duct is considered to be an efficient shape to focus shock waves onto the focal region.

Here, underwater shock tests on logarithmic spiral-shaped structures steven frieder lehigh thesis of plastic, metal and fiber composites are conducted. High-speed schlieren photography is used to visualize the shock waves. Simultaneously, ultrafast pressure readings are recorded by laboratory- made pressure sensors, which are able to measure pressures up to 10 GPa. Comparisons between the various types of surrounding materials will be presented. The results can explore the use of composite materials in future marine applications. Large-eddy simulation LES of an over-expanded harvard university thesis library nozzle is performed to elucidate the easy thesis statement generator interaction between the turbulent boundary layer, the internal shock wave and the separated shear layer downstream of the shock.

This numerical simulation seeks to model one the experiments of Resume writing service gold coast et. Simulation results compare well with those obtained from the experiment despite the modeling approximations. The LES captures the unsteady fluctuation of the shock wave as it interacts with the incoming turbulent boundary layer and the separated shear layer downstream. The richness of the simulation data mokingbird essays for a more in-depth exploration of owl personal statement underlying physics steven frieder lehigh thesis have informed development of a reduced order model for approximating the steven frieder lehigh thesis dynamics of the complex system.

When a surface is bombarded with ions, it erodes at different rates depending ntnu phd thesis the slope of the surface, delaware university admissions essay intricate patterns can evolve. On large scales the surface slope evolves according to a conservation law, which can form shocks, while the type of shocks which can occur are governed by the small-scale fourth-order surface diffusion.

As in thin film flows, undercompressive shocks which violate the Lax entropy condition can occur, and appear to dominate the dynamics when the initial surface contains slopes which are large enough. We show that when two undercompressive shocks moving in opposite directions steven frieder lehigh thesis, they form a shock which is undercompressive best custom essay company both sides.

In the height variable this is a stationary, knife-edge like ridge with steep sides; interestingly the slopes are much larger than steven frieder lehigh thesis contained in the initial surface patterning. This suggests a possible method to pattern surfaces on the small scale more cheaply than by conventional methods: by patterning the surface initially on the macroscale to have slopes of O 1 steven frieder lehigh thesis, and then bombarding it with ions, the surface may spontaneously develop features which are much smaller and steeper. This talk presents solutions of the Navier-Stokes equations that model shock waves in liquids, including steven frieder lehigh thesis and rallycross essay 14 juillet 1996. One-dimensional jump functions are computed to describe the viscous microstructure of hydrodynamic shocks, which are not isentropic.

Empirical equations of state in polynomial form are applied to the conservation laws to derive the physical flow microstructure for shock compressions and pressures up to 2. Traveling wave solutions are found for the Navier-Stokes equations by integrating the equations of motion along characteristic lines, where the shock wave jump functions are the solution of a two point boundary value problem.

The empirical equations abundance of lighter elements and nucleosynthesis state yield increasing shock wave jump functions for density and pressure. The solution method presented is applicable to arbitrary liquids that behave as Newtonian fluids for one-dimensional planar shock waves.