{"id":1075,"date":"2022-01-23T11:01:21","date_gmt":"2022-01-23T11:01:21","guid":{"rendered":"https:\/\/itgeeks.in\/home\/?p=1075"},"modified":"2022-01-23T11:01:23","modified_gmt":"2022-01-23T11:01:23","slug":"2k6ce-306-fluid-mechanics-i","status":"publish","type":"post","link":"https:\/\/itgeeks.in\/home\/?p=1075","title":{"rendered":"2K6CE 306 FLUID MECHANICS -I"},"content":{"rendered":"\n

MODULE I (13 Hrs)<\/strong>
Classification of fluids \u2013 Properties of fluids \u2013 Control volume concept. Fluid States: Fluid pressure \u2013 measurement of pressure \u2013 forces on immersed plane and curved surfaces \u2013 Buoyant force \u2013 Stability of floatingand submerged bodies. Kinematics of fluids: Methods of describing fluid motion \u2013 Steady and unsteady flow \u2013 Uniform and non-uniform flow \u2013 One, two and three dimensional flow \u2013 Streamlines, path lines and streak lines \u2013 conservation of mass \u2013 equation of continuity \u2013 convective and local acceleration \u2013 translation, rotation, and rate of deformation \u2013 Irrotational flow \u2013 vorticity \u2013 velocity potential and stream function \u2013 Laplace equation \u2013 flow net \u2013 Solution of flow net by graphical method.
MODULE II (13 Hrs)<\/strong>
Fluid Dynamics: Forces influencing motion \u2013 Body force and Surface force \u2013 Energy and Head \u2013 Euler equation \u2013 Integration of Euler equation \u2013 Bernoulli\u2019s equation \u2013 Momentum equation \u2013 Energy and momentum correction factors \u2013 Fluids subjected to uniform, horizontal and vertical acceleration \u2013 Motion of fluid with uniform rotation \u2013 Vortex motion \u2013 Free and forced vortex. Application of Bernoulli\u2019s Equation \u2013 Stagnation pressure \u2013 Pitot tube \u2013 Prandtl pitot tube \u2013 Venturimeter \u2013 Orifice plate \u2013 Flow nozzles \u2013 Orifices \u2013 Hydraulic coefficients of orifices \u2013 Mouth pieces \u2013 Sharp crested weirs \u2013 Rectangular, triangular and trapezoidal \u2013 Contracted weirs \u2013 Proportional weir \u2013 Broad crested weirs.
MODULE III (13 Hrs)<\/strong>
Flow of Viscous Incompressible Fluids: Dependence of shear on pressure \u2013 Laminar flow through circular pipe \u2013 Hagen-Poisseulle equation \u2013 Darcy\u2019s law for flow through porous media \u2013 Stokes law \u2013 Transition from laminar to turbulent flow \u2013 Reynolds\u2019s experiments. Turbulent flow through pipes: Classification of turbulence \u2013 Velocity distribution in turbulent flow \u2013 Smooth and rough pipes. Problems in Pipe Flow: Energy losses in transitions \u2013 Major losses and minor losses \u2013 Equivalent length \u2013 Pipe open to atmosphere \u2013 Pipe connecting reservoirs \u2013 Pipes in series \u2013 Pipes in parallel \u2013 Siphons \u2013 Branching pipes \u2013 Pipe networks.
MODULE IV (13 Hrs)<\/strong>
Dimensional Analysis: Scope of dimensional analysis \u2013 Physical dimensions \u2013 Dimensional homogeneity \u2013 Complete set of dimensionless products \u2013 Raleigh\u2019s theorem \u2013 Buckingham \u03c0 theorem (Proof not required) \u2013 Calculation of dimensionless parameters \u2013 Examples of drag on a ship, pressure drop in pipe flow, flow over weirs and orifices. Principle of similitude: Geometric, kinematic and dynamic similarities \u2013 Special model laws \u2013 Froude and Reynold\u2019s laws \u2013 Weber, Cauchy and Mach numbers \u2013 Applications involving only Froude\u2019s and Reynold\u2019s laws. Boundary layer theory: Boundary layer growth in flow over a plate, flow past immersed bodies.<\/p>\n\n\n\n

References<\/strong>
1.\u00a0Sreeter, V. L. and Wylie, E. B., Fluid Mechanics, McGraw Hill<\/a>
2. Shames, I. H., Mechanics of Fluids, McGraw Hill
3. Modi, P. N. and Seth, S. M., Hydraulics and Fluid Mechanics including Fluid Machines, Standard Book House<\/a>
4. Subramanya, K., Theory and Applications of Fluid Mechanics, Tata McGraw Hill Publishing Co.<\/p>\n\n\n\n

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S3 QUESTION PAPERS<\/a><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"

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