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Course Criteria
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3.00 Credits
Prerequisite: ENME 6354 or 6355 or 6756 or consent of department. Stationary crack under static loading, energy balance and crack growth, crack initiation and growth, dynamic crack growth, fatigue, fracture of composite material.
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3.00 Credits
Prerequisites: Mechanics of Materials or consent of the Department. Basic Theorems and principles in the theory of structures (strain energy, virtual displacement, minimum total potential energy), general theory of beams bending (warping, shear flow in multiflanged beams), general theory of torsion (shear center, multi-cell structures), plane stress problems, with application to design of aerospace structures made of composite materials.
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3.00 Credits
Prerequisite: Consent of the Department. Thermal and Moisture Effects on Composite materials, Stress State of composite beams under long term loading, viscolastic displacement of beams, torsion of laminated beams. Optimum design of composite material structures, mechanics of sandwich structures.
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3.00 Credits
Prerequisite: ENME 4720 or consent of department. Continuity; stream and potential function; irrotational flow; Laplace Euler and Bernoulli equations; standard patterns of flow; conformal transformations; Schwarz-Christoffel theorem; and vortex motion.
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3.00 Credits
Prerequisite: ENME 4721. Derivation of the differential conservation equations for inviscid flows; unsteady wave motion; acoustic theory; shock tube relations; linearized supersonic flow; numerical techniques for steady supersonic flow; and viscous compressible flow.
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3.00 Credits
Prerequisite: ENME 4720 or consent of department. Fundamental laws of motion for a viscous fluid; laminar boundary layer; transition and separation; and turbulent boundary layer.
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3.00 Credits
Prerequisites: ENME 3720 or consent of the department. Fundamental Equations of viscous fluid flow. Newtonian viscous flow, Stokes assumptions, and exact solutions to Navier-Stokes equations. Order of magnitude analysis. Similarity solution. Integral equations of viscous flow. Duct flow, free shear flow, creeping flows, and free convection flow. Introduction to flow instabilities and turbulence.
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3.00 Credits
Prerequisites: ENME 3720 and 3020 or consent of Department. Fundamental mechanics of turbulence, wakes, jets and plumes. Structure of time averaged flows, flow instability, Reynolds stresses, spectral dynamics, and scales of turbulence. First order models: algebraic, one-equation and two-equation models. Second order models, Reynolds stresses, multi-equation models.
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3.00 Credits
Prerequisites: ENME 3720 and 3020, ENME 4728, and CSCI 1201, or consent of department. Numerical modeling of the equations of fluid mechanics. Equation classification, theory of characteristics. Survey of discretization methods: finite difference, finite volume, integral methods. Basic grid generation techniques. Stability analysis for finite difference equations. Discretization techniques applied to steady state and tine dependent problems in multi-dimensions. Navier-Strokes equations, inviscid and viscous flow. Course will include projects to develop finite difference codes in areas relevant to student's research interests.
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3.00 Credits
Prerequisites: ENME 3720. Fundamentals of various physical interactions in flow systems involving more than one phase, including gas-solid, gas-liquid, liquid-solid, and three-phase interactions. Primary emphasis is placed on the fluid dynamics of particles, droplets, and bubbles suspended in a fluid. The effects of phenomena such as Brownian motion, Basset effect, Magnus effect, virtual or apparent mass effect, shear lift, surface charge, particle and droplet mobility, electro- phoresis, thermo-phoresis, photo-phoresis, and diffusion-phoresis are covered. Applications to multiphase system equipment and processes such as dust collectors, fluidized beds, aerodynamic ablation, xerography, atomizers, combustors, evaporation, droplet coalescence and break-up, cavitation, and aeration are highlighted.
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