Week |
Topics |
01 (Mo, Aug 21 - Su, Aug 27)
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Introduction and Fundamental Concepts
Fluid Basics; Density and Pressure, Hydrostatics Pressure Variation
- Textbook reading: pp. 38-42; 48-50; A4
- Fluid Basics: No reading, Lecture Notes, Lecture Video (26:35)
- Density and Pressure: Reading, Lecture Notes, Lecture Video (18:18)
- Hydrostatic Pressure Variation: Reading, Lecture Notes, Lecture Video (34:38)
- Example (video, 04:50)
- Example (video, 03:49)
- Example (video, 08:06)
- Example (video, 07:15)
- Example (video, 03:30)
- Example (video, 05:09)
- Example (video, 04:12)
Barometry and Manometry
- Textbook reading: pp. 43-48
- Reading, Lecture Notes, Lecture Video (25:57)
- Example (video, 03:45)
- Example (video, 05:18)
- Example (video, 05:45)
- Example (video, 02:46)
- Example (video, 05:31)
- Example (video, 07:22)
- Example (video, 05:16)
- Example (video, 15:03)
- Example (video, 02:53)
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02 (Mo, Aug 28 - Su, Sep 03) Back to top |
Hydrostatic Pressure Force and Center of Pressure for Planar and Curved Surfaces
Buoyant Forces and Center of Buoyancy
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03 (Mo, Sep 04 - Su, Sep 10)
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Flow Visualization (Streamlines, Streaklines, and Pathlines)
Viscosity and Viscous Stresses
- Textbook reading: pp. 23-29; 30-36; A5-A12
- Viscosity and Viscous Stresses: Reading, Lecture Notes, Lecture Video (48:24)
- Non-Newtonian Fluids (not required): Bonus Video (57:36)
- Example (video, 06:45)
- Example
- Example (video, 20:55)
- Example (video, 18:04)
- Example (video, 18:58)
- Example (video, 15:59)
- Example (video, 10:41)
- Example (video, 12:30)
- Example (video, 13:37)
- Example (video, 08:42)
- Example (video, 15:53)
- Example (video, 17:21)
- Example (video, 16:19)
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04 (Mo, Sep 11 - Su, Sep 17)
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Integral Control Volumes and Conservation of Mass
The Linear Momentum Equation for an Inertial FOR
Bernoulli's Equation
- Textbook reading: pp. 93-96; 169-177
- Reading, Lecture Notes, Lecture Video (35:58)
- Demonstration Video (11:23)
- Example (video, 11:10)
- Example (video, 06:09)
- Example (video, 13:55)
- Example (video, 13:24)
- Example (video, 20:48)
- Example
- Example (video, 10:03)
- Example
- Example (video, 08:32)
- Example
- Example
- Example
- Example (video, 16:18)
- Example
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05 (Mo, Sep 18 - Su, Sep 24)
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Linear Momentum Equation for an Inertial FOR (cont.)
- Textbook reading: pp. 97-99
- Refer to Week 04
Linear Momentum Equation for a Non-inertial FOR
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06 (Mo, Sep 25 - Su, Oct 01)
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Introduction to Differential Control Volumes
- Textbook reading: pp. 128-129
- No Rading, No lecture notes, Lecture Video (02:32)
The Continuity Equation
Acceleration of a Fluid Particle
The Momentum Equations
The Navier-Stokes Equations
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07 (Mo, Oct 02 - Su, Oct 08
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Introduction to Dimensional Analysis
Buckingham-Pi Theorem and Method of Repeating Variables
Significant Dimensionless Numbers
Similarity and Scaling
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08 (Mo, Oct 09 - Su, Oct 15)
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Introduction to Boundary Layers
Boundary Layer Thickness Measures
Laminar Boundary Layers; Skin Friction Drag
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09 (Mo, Oct 16 - Su, Oct 22)
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Momentum Integral Equation
Turbulent Boundary Layers
Boundary Layer Separation
Lift and Drag on Immersed Bodies
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10 (Mo, Oct 23 - Su, Oct 29)
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Introduction
Extended Bernoulli Equation
Major and Minor Head Losses; Moody Plot; Shaft Head
Single Path Systems
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11 (Mo, Oct 30 - Su, Nov 05)
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Flowrate Measurements
Introduction and Pump Types
Head Curves and Best Efficiency Point
Specific Speed
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12 (Mo, Nov 06 - Su, Nov 12)
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Scaling
Net Positive Suction Head
Operating Point
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13 (Mo, Nov 13 - Su, Nov 19)
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Introduction to Compressible Flow
Speed of Sound; Mach Number; Mach Cone
Isentropic Flow; Stagnation and Sonic Conditions
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14 (Mo, Nov 20 - Su, Nov 26)
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No classes
|
15 (Mo, Nov 27 - Su, Dec 03)
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Isentropic Flow with Area Change
1D Flow in a Converging Nozzle
Normal Shock Waves
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16 (Mo, Dec 04 - Fr, Dec 08)
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Compressible Flow (1D Flow in a Converging-Diverging Nozzle)
Conclusions
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Bonus Material
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