Main Page > BS Mathematics (Morning) (After 2 Years ADP Mathematics) > MATH-415 Fluid Mechanics-I
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MATH-415 Fluid Mechanics-I
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Conservation of Matter Introduction Fields and continuum concepts Lagrangian and Eulerian specifications Local, convective and total rates of change Conservation of mass Equation of continuity Boundary conditions Nature of Forces in a Fluid Field and their Effects Surface and body forces Stress at a point Viscosity and Newton’s viscosity law Viscous and inviscid flows Laminar and turbulent flows Compressible and incompressible flows Irrotational Fluid Motion Velocity potential from an irrotational velocity field Streamlines Vortex lines and vortex sheets Kelvin’s minimum energy theorem Conservation of linear momentum Bernoulli’s theorem and its applications Circulations, rate of change of circulation (Kelvin’s theorem) Aaxially symmetric motion Stokes’s stream function Two-dimensional Motion Stream function Complex potential and complex velocity, Uniform flows Sources, sinks and vortex flows Flow in a sector Flow around a sharp edge, Flow due to a doublet |
| Credit hours/ Marks:- 3 |
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