CE3301 Fluid Mechanics Notes
Download CE3301 Fluid Mechanics Books, Lecture Notes, Part-A 2 marks with answers, Part-B 16 marks Questions, PDF Books. In this Notes Very Useful for Second Year Third Semester Students.
“CE3301 Fluid Mechanics Books”
“CE3301 Fluid Mechanics Lecture Notes”
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“CE3301 Fluid Mechanics Notes”
Subject Info:
Semester | Third Semester |
Department | Civil |
Year | Second Year |
Regulation | R 2021 |
Subject Code / Name | CE3301 Fluid Mechanics |
Content | Local Authors Books, Lecture Notes |
Syllabus:
CE3301 Fluid Mechanics
UNIT I FLUIDS PROPERTIES AND FLUID STATICS
Scope of fluid mechanics – Definitions of a fluid – Methods of analysis – Continuum hypothesis –System and Control volume approach – Reynold’s transportation theorem – Fluid properties – Fluid statics – Manometry – Forces on plane and curved surfaces – Buoyancy and floatation – Stability of floating bodies.
UNIT II BASIC CONCEPTS OF FLUID FLOW
Kinematics: Classification of flows – Streamline, streak-line and path-lines – Stream function and velocity potentials – Flow nets; Dynamics : Application of control volume to continuity, energy and momentum – Euler’s equation of motion along a stream line – Bernoulli’s equation – Applications to velocity and discharge measurements – Linear momentum equation – Application to Pipe bends – Moment of momentum equation.
UNIT III DIMENSIONAL ANALYSIS AND MODEL STUDIES
Fundamental dimensions – Dimensional homogeneity – Rayleigh’s method and Buckingham Pi theorem – Dimensionless parameters – Similitude and model studies – Distorted and undistorted models.
UNIT IV INCOMPRESSIBLE VISCOUS FLOW
Reynolds experiment – Laminar flow in pipes and between parallel plates – Development of laminar and turbulent flows in pipes – Darcy-Weisbach equation – Moody diagram – Major and minor losses of flow in pipes – Total energy line – Hydraulic grade line – Siphon – Pipes in series and parallel – Equivalent pipes.
UNIT V BOUNDARY LAYERS
Definition of boundary layers – Laminar and turbulent boundary layers – Displacement, momentum and energy thickness – Momentum integral equation – Applications – Separation of boundary layer – Drag and Lift forces.