Fluid Mechanics Tuition In Delhi
The basic objective of this paper is To understand and use differential equations to determine the pressure and velocity variations in internal and external flows. To understand the conservation principles of mass, momentum, and energy for fluid flow. Hence, To learn to use equations in combination with experimental data to determine losses in flow systems. To learn to use dimensional analysis to design physical or numerical experiments and to apply dynamic similarity. To apply the basic applied-mathematical tools that support fluid mechanics. Hence, Join The Best Fluid Mechanics Tuition In Delhi. Academy Of Engineers Noida Is Top Most Coaching Institute For B.Tech Back Paper Subjects In Delhi NCR. Get Help In Mechanical Engineering Back Paper Tuition Class. It Is Widely Known That Only 7% Engineering Graduates Are Employable Rest Of 93% Are Not Fit For Employable. There Are Many Factors For This. Among All The Factors Most Important Is The Way Of Learning And Teaching. Another Most Important Factor Is Lack Of Support From Professors.
Introduction: Fluid and flow definition and types, continuum, fluid properties. Fluid Statics: Pressure variation in a static fluid; hydrostatic manometry; forces on planes and curved surfaces, stability of submerged and floating bodies. Concept of business environment, corporate social responsibility and corporate governance, managerial values and ethics.
General description of fluid motion, steady flow, uniform flow; stream, streak and path lines; Lagrangian and Eulerian approach; Continuity equation, particle acceleration; rotational and irrotational flow; stream function; velocity potential function, flow nets, circulation; simple flows; source, sink, vortex, doublet, free and forced vortex.
Concept of system and control volume; Reynold’s transport theorem, Euler’s equation, Bernoulli’s equation, Navier Stokes equation; Flow measurement- Venturimeter, Orfice meter, Pitot- tube, flow meters, notches.
Dimensional analysis: Buckingham’s – Theorem. Non-dimensional parameters, similarity and its application to fluid problems.
Laminar flow between parallel surfaces and through the circular pipes, Momentum and Kinetic energy correction factors; power absorbed in viscous resistance, film lubrication.
Transition from laminar to turbulent flow, turbulence and turbulence intensity, turbulence modeling, Prandtl mixing length hypothesis; flow losses in pipes- major and minor losses, pipes in series and parallel, hydraulically smooth and smooth and rough pipes, friction factor charts.
Laminar and Turbulent Boundary Layer flows: Boundary layer concept, boundary layer thickness, displacement, momentum and energy thickness. Momentum integral equation; drag on flat plate. Boundary separation. Flow around immersed bodies- drag and lift.
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