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30-Day Money-Back Guarantee

This course includes:

  • 19 hours on-demand video
  • 1 article
  • 57 downloadable resources
  • Full lifetime access
  • Access on mobile and TV
Teaching & Academics Engineering Fluid Mechanics

Advanced Fluid Mechanics

Continuity, Navier-Stokes, Potential flow, Buckingham PI Theorem, Pump, Turbine, Pressure Loss, Fittings, Drag and Lift
Rating: 4.6 out of 54.6 (36 ratings)
5,616 students
Created by Prof. Samer
Last updated 9/2020
English
English [Auto]
30-Day Money-Back Guarantee

What you'll learn

  • Understand how the differential equation of conservation of mass and the differential linear momentum equation are derived and applied
  • Calculate the stream function and pressure field, and plot streamlines for a known velocity field
  • Obtain analytical solutions of the equations of motion for simple flow fields
  • Understand dimensional analysis and similarity, principle of dimensional homogeneity Pi theorem, non-dimensionalization of basic equations, modeling and its pitfalls.
  • Understand concepts of inviscid, low Reynolds number, high Reynolds number, laminar and turbulent flow.
  • Identify and discuss the features of external flow
  • Calculate boundary layer parameters for flow past a flat plate
  • Calculate the lift and drag forces for various objects

Requirements

  • Physics and Calculus
  • Fundamentals of Fluid Mechanics Course

Description

This is Advanced Fluid Mechanics which is a continuation of Fundamentals of Fluid Mechanics course. It includes:

Differential relations for fluid particles, fluid acceleration, Continuity equation, Potential flows and Navier-Stokes equation are introduced. Dimensional analysis and similarity, principle of dimensional homogeneity Pi theorem, non-dimensionalization of basic equations, modeling and its pitfalls. Flow in ducts and boundary layer flows. Pressure drop calculations. Minor losses in fittings. Energy equation applied to pumps and turbines. Flow over immersed bodies. Drag and Lift Calculations. Matlab codes for potential flows are also supplied.

Who this course is for:

  • Engineering Students

Course content

6 sections • 86 lectures • 19h 3m total length

  • Preview13:34
  • Example 1
    04:01
  • Example 2
    03:26
  • The Differential Equation of Mass Conservation
    10:44
  • Example 3
    01:37
  • Example 4
    01:56
  • Linear and Shear Strain Rates
    20:03
  • Navier-Stokes Equation
    23:20
  • Example 5
    20:30
  • Example 6
    05:37
  • The Stream Function
    11:20
  • Example 7
    13:16
  • The Stream Function in Cylindrical Coordinates
    11:51
  • Vorticity and Irrotationality
    17:42
  • Frictionless Irrotational Flow
    20:34
  • Velocity Potential
    11:07
  • Example 8
    16:02
  • Example 9
    04:31
  • Example 10
    05:22
  • Potential Flow: Uniform Flow
    09:51
  • Potential Flow: Source and Sink
    08:44
  • Potential Flow: Vortex
    20:19
  • Potential Flow: Doublet
    24:09
  • Example 11
    03:48
  • Example 12
    03:20
  • Example 13
    10:39
  • Superposition of Potential Flows: Source in a Uniform Stream—Half-Body
    20:30
  • Example 14
    10:09
  • Superposition of Potential Flows: Rankine Ovals
    23:02
  • Superposition of Potential Flows: Flow Around a Cylinder
    35:36
  • Superposition of Potential Flows: Flow Around a Rotating Cylinder
    27:30
  • Example 15
    05:14
  • Example 16
    08:47
  • Example 17
    06:45

  • Couette Flow between a Fixed and a Moving Plate
    06:25
  • Flow Due to Pressure Gradient between Two Fixed Plates
    07:15
  • Example 1
    15:13
  • Fully Developed Laminar Pipe Flow
    26:16
  • Example 2
    04:18
  • Flow between Long Concentric Cylinders
    12:21

  • Introduction
    17:43
  • The Pi Theorem
    17:54
  • Example 1
    09:30
  • Example 2
    15:41
  • Example 3
    12:13

  • Reynolds Number Regimes
    14:18
  • The Entrance Region
    10:07
  • Laminar Flow in Pipes
    08:00
  • Example 1
    05:31
  • Turbulent Velocity Profile
    10:19
  • The Moody Chart
    06:34
  • Example 2
    09:26
  • Example 3
    09:29
  • Example 4
    06:27
  • Minor Losses
    40:49
  • Example 5
    19:26
  • Example 6
    10:42
  • Piping Systems with Pumps and Turbines
    13:33
  • Series and Parallel Pipes
    04:42
  • Three-Reservoir Junction
    06:16
  • Example 7
    22:43
  • Example 8
    18:59
  • Example 9
    21:11
  • Pipe Flowrate Measurement
    12:45
  • Example 10
    10:23

  • Boundary Layer on a Flat Plate
    07:32
  • Momentum Integral Estimates: Boundary Layer Thickness
    24:44
  • Momentum Integral Estimates: Drag Force and Drag Coefficient
    11:05
  • Momentum Integral Estimates: Displacement Thickness
    11:13
  • The Boundary Layer Equations
    24:08
  • Blasius Solution: PDE to ODE
    25:29
  • Blasius Solution: The Numerical Shooting Method
    13:11
  • Blasius Solution: Displacement Thickness, Drag and Drag Coefficient
    07:04
  • Turbulent Boundary Layer Flow
    28:52
  • Example 1
    11:05
  • Example 2
    11:43
  • Example 3
    10:28
  • Boundary Layers with Pressure Gradients
    25:29
  • Drag Coefficient Data for Various Objects
    17:03
  • Flow over an Airfoil: Generation of Lift
    31:52
  • Example 4
    09:57
  • Example 5
    03:13
  • Example 6
    09:54
  • Example 7
    08:16
  • Example 8
    09:54

  • Bonus Lecture: Coupons for all courses
    00:03

Instructor

Prof. Samer
Professor of Mechanical Engineering
Prof. Samer
  • 4.4 Instructor Rating
  • 655 Reviews
  • 64,257 Students
  • 6 Courses

Samer is currently a Professor of Mechanical Engineering. He has ten years of teaching experience in thermo-fluid courses which include:

1-Engineering Thermodynamics

2-Heat Transfer

3-Internal Combustion Engines

4-Fluid Mechanics

5-HVAC

6-Power Plant Engineering

7-Solar Engineering

8-Computational Fluid Dynamics CFD

Moreover, Prof. Samer is involved in a wide research projects in Computational Fluid Dynamics (CFD), Fluid-Structure Interaction and numerical simulations applied to multi-functional heat exchangers/reactors. Prof. Samer has authored and co-authored several highly cited journal publications, conferences in the aforementioned topics.


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