Università Roma Tre

3D SCHEMES – KINEMATICS: DEFORMATION VELOCITY TENSOR; DEFORMATION VELOCITY; VORTICITY; VORTICITY EQUATION; VORTICITY THEOREMS; STOKES DECOMPOSITION. IRROTATIONAL MOTION – UNCOMPRESSIBLE MOTION, VECTOR POTENTIAL, SCALAR POTENTIAL, STREAM FUNCTION, LAPLACE EQUATION, NEWMANN AND DIRICHLET BOUNDARY CONDITION; FLOW NET. VISCOUS FLUIDS – RHEOLOGY, FLUID CLASSIFICATION, STOKESIAN AND NEWTONIAN FLUIDS; CONSTITUTIVE EQUATIONS, NAVIER STOKES EQUATION, LOW REYNOLDS FLOWS, POISEUILLE FLOW, HIGH REYNOLDS FLOWS, HYDRODYNAMIC INSTABILITY, TURBULENT FLOWS, AVERAGE OPERATOR, REYNOLDS AVERAGE NAVIER STOKES EQUATIONS, LAMINAR AND TURBULENT BOUNDARY LAYER, VELOCITY PROFILES, 1D SCHEMES – TRANSPORT THEOREM AND BALANCE EQUATIONS

Handnouts provided by the Professor