Academics Course

Course Details

1 Title of the course
(L-T-P-C)
Fluid Mechanics
(2-1-0-6)
2 Pre-requisite courses(s)
3 Course content
  1. Introduction :Scope, definition of fluid as continuum, fluid properties.(2hr)Fluid Statics: Pressure at a point,basic equation for pressure field, pressure variation(fluid at rest):standard atmosphere, Measurement of pressure manometer,Hydrostatics force on a plane and curve surface, Buoyancy, flotation and stability, pressure variation in a fluid with rigid body motion linear motion, rigid body rotation(4hr)Elementary Fluid Dynamics: Statics, stagnation pressure, Bernoulli Equation assumptions(4hr)Fluid Kinematics The velocity filed : Eulerian and Largrangian flow descriptions, steady and deformation, Acceleration field: material derivative, unsteady and convective effects. Control volume and system representation : Reynolds’ Transport Theorem, physical interpretation, steady, unsteady effects, moving control volume, potential function(6Hr)Integral approach Conservation of mass derivation of continuity, fixed, non-deforming control volume, moving non-deforming control volume, deforming control volume. Conservation of momentum: linear momentum and moment of momentum equation and their application., comparison of energy equation with Bernoulli’s equation(6hr)Differential approach : linear motion and angular motion with deformation, Conservation of mass: differential form of continuity equation, stream function, Conservation of linear momentum, Inviscid flows, Irrotational flow(6hr)Viscous flow : Stress relationships,NS Equations, Simple solutions for viscous flows(4hr)Dimensional analysis Buckingham’s II-theorem,Dimensionless groups & their importance ( 3hr)Viscous Flow in Pipes : General characteristics of pipe flow, fully developed laminar and turbulent flow, turbulent shear stress, turbulent velocity profile, Pipe Flow rate measurement.(4hr)

  2. Boundary layer: Boundary layer characteristics boundary layer structure and thickness on a plate, Blasius boundary layer, momentum integral boundary layer equation for a flat plate(4hr)
4 Texts/References
  1. Yunus A. Cengel, John M. Cimbala, Fluid Mechanics, Tata McGraw Hill Education,2011
  2. F.M.White Fluid Mechanics, Seventh Edition, Tata McGraw Hill Education,2011,
  3. Kundu,Pijush K., and Ira M.Cohen.Fluid Mechanic, Elsevier,2001

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