Week 14: Blausius Solution for Boundary Layer Flows
The lecture was delivered physically in class room on white board
Key dates and time of class meeting
Dated: 07-04-2020
10-04-2020
Tuesday: 8:00 to 9: 30 a.m (Regular), 12: 30 to 2:00 p.m (S.S)
Friday: 8:00 to 9: 30 a.m (Regular), 2: 00 to 3:30 p.m (S.S)
Course Material
- Week 01: Incompressible inviscid flow
- Week 02: Momentum equation for frictionless flow
- Week 03: Euler’s equations, Euler’s equations in streamline coordinates
- Week 04: Bernoulli equation- Integration of Euler’s equation along a streamline for steady flow.
- Week 05: Relation between first law of thermodynamics and the Bernoulli equation.
- Week 06: Unsteady Bernoulli equation-Integration of Euler’s equation along a streamline.
- Week 07: Irrotational flow. Internal incompressible viscous flow
- Week 08: Fully developed laminar flow, Energy consideration in pipe flow.
- Week 09: Mid Term Exams
- Week 10: Boundary Layer Theory
- Week 11: Skin friction, Drag force and Group of Transformation
- Week 12: Boundary layer thickness, flow past a wedge
- Week 13: Boundary layers, Flows in convergent channel
- Week 14: Blausius Solution for Boundary Layer Flows
- Week 15: Suddenly accelerated plate
- Week 16: Prandtl boundary layer equations
- Week 17: Applications of Navier Stokes equation: Shear force distribution
- Week 18: Final Term Exams
- Chapters 18
- Department Mathematics
- Teacher
Dr. Muhammad Ashraf
