MS, University of Cincinnati, 2021, Engineering and Applied Science: Aerospace Engineering
Using CFD, turbulent Couette flow is investigated in two parts – 1) high-Reynolds number turbulent Couette flow between two flat plates, and 2) turbulent Couette flow over a solid wave – of which, the former is presented as a quintessential foundation to all discussions on high-speed pure shear flow, while the latter, which is a pure shear flow over a wavy surface, is examined as this thesis's major focus to discuss the effects of a stationary wavy bottom surface on turbulent Couette flow.
Grid convergence studies are performed for both types of flow, in which the effects of characteristic grid dimensions and inflation layers are documented. Three two-equation turbulence models - Std k-e with Enhanced Wall Functions, the Std k-?, and the k-? SST – are compared against each other, and pitted against formal literature on the subject with the objective to expound on the deliverables of a steady-state RANS (Reynolds Averaged Navier Stokes) simulation of Couette flow at a very high Reynolds number.
In the first part, turbulent Couette flow at Re_h = 3,000, 10,133, 21,333, and 51,099 is simulated and studied to assert discussions on a wide range of Reynolds numbers. Core flow velocities, their slopes, wall-bounded velocities, shear stresses, skin-friction coefficient, and turbulent kinetic energies are analyzed. Std k-e applied with enhanced wall functions is consistently found to be in better agreement with previous studies of plane turbulent Couette flow. The results for Re_h = 51,099 are found to be consistent with the trends asserted by literature and validatory computations. Following this, Std k-e with enhanced wall functions is used to simulate the second part of the study.
In the second part, turbulent Couette flow over a wavy surface is subjected to a detailed parametric study in which three parameters—Aspect Ratio (AR), Wave Slope (WS), and wavelength based Reynolds number (Re_?) — are independently varied over an order of magnitude to investigate thei (open full item for complete abstract)
Committee: Peter Disimile Ph.D. (Committee Chair); Milind Jog (Committee Member); Shaaban Abdallah Ph.D. (Committee Member)
Subjects: Aerospace Materials