Session #
(Lab #) | Date | Chapter and Concepts | Problems Assigned (Solutions will be posted after due dates) |
1 | Aug. 24 | Chapter 1 Introduction
White Text book Contents
Definition fluid; continuum hypothesis; fluid properties (Kinematic)
P1.12 (Dimensions and Units)
Solution P1.12 | HW1: 2 problems due Sept. 2
1.21 (dimensions, units)
1.41 (shear stress) |
2 | 26 | Fluid properties (Transport, Thermodynamic, Miscellaneous), flow classification and analysis
P1.43 Slip flow walls
P1.49 (Shear stress)
Solution White Problem 1.49
(Surface tension) | |
3 (Lab1) | 28 | CFD pretest, CFD Lecture 1: Introduction to CFD | Pipe assignment due Sept. 23 |
4 | 31 | Chapter 2 Pressure Distribution in a Fluid
Pressure and pressure gradient; Force balance fluid element; review of hydrostatics on plane and curved surfaces
P2.135 (Stability), Solution P2.135 | HW2: 4+1 problems due Sept. 7
1.73 (cavitation)
2.45 (manometer)
2.77 (force plane surface)
2.82 (force curved surface)
Comprehensive problem* C1.11 |
5 | Sep. 2 | Buoyancy and stability; rigid body translation and rotation; Bernoulli equation
P5.24 (Uniform acceleration) | |
6 | 4 | Flow Patterns (streamlines, streaklines, pathlines); velocity potential and stream function
P4.75 (Stream function), Bernoulli
Velocity Potential and Stream Function
Bernoulli – air cushion
Bernoulli – pipe contraction | HW3: 5+1 problems due Sept. 11
2.130 (stability)
2.142 (uniform acceleration)
2.154 (rigid body rotation)
3.115, 3.124 (Bernoulli)
Comprehensive problem* C2.1 |
- | 7 | Labor Day | |
7 | 9 | Continued | |
8 | 11 | Chapters 3 & 4: Integral Relations for a Control Volume and Differential Relations for Fluid Flow
Summary FM Governing Differential Equation; Reynolds Transport Theorem, Continuity equation
P3.16 (Continuity) Circulation & Lift | HW4: 5 problems due Sept. 18
3.20, 3.22, 3.29 (continuity)
3.58, 3.62 (linear momentum) |
9 | 14 | Linear momentum equation (Differential form, body forces, surface forces, Stokes hypothesis, Non-Newtonian fluids, Navier Stokes equations)
P5.60 (CV momentum) | |
10 | 16 | Linear momentum equation (Applications of CV momentum equation, Momentum flux correction)
P3.46
Ex. Relative inertial coordinates | |
11 | 18 | Energy equation; Summary GDE for compressible non-constant property fluid flow
P3.134 (Energy)
P5.48 (Momentum)
P3.161(new)
P3.44
Betz Method
Clark Y Reference Data
CV analysis for air cushion vehicle
Moment of momentum CV example
Unsteady momentum problem
CV continuity and momentum problem | HW5: 5 problems due Sept. 25
3.77, 3.94 (linear momentum)
3.153 (angular momentum)
3.180, 3.183 (energy equation)
|
12 | 21 | Continued | |
13 (Lab2) | 23 | CFD Lecture 2: Numerical methods for CFD | Airfoil assignment due Oct. 9 |
14 | 25 | Angular momentum equations | HW6: 5+1 problems due Oct. 5
4.2 (acceleration of a fluid)
4.27 (continuity with pressure)
4.36 (NS Linear momentum)
4.80 (NS in cartesian Coordinates)
4.88(NS in cylindrical Coordinates)
Comprehensive problem* C4.2 |
15 | 28 | Exact solutions NS equations (Stokes flow, Boundary layer equations, Couette and Poiseuille flow)
Solution P4.7
Solution NS
Solution P4.83
NS inclined channel flow
Flow on an Inclined Open Channel-2016 | |
16 | 30 | Initial and Boundary Conditions for Viscous-Flow Problems | |
17 | Oct. 2 | Curvilinear coordinate systems
P6.108 NS VZ NS annulus axial flow(new)
P6.109 NS VTheta NS annulus rotating flow(new)
NS Equations with Stress Tensor
Appendix D | |
18 | 5 | Chapter 5: Dimensional Analysis and Similarity
Pi theorem
Dimensional Analysis
C5.5
Dimensional analysis Viscometer | HW7: 5+1 problems due Oct. 12
4.91, 4.94 (solution NS in polar coordinates)
5.28 (Pi theorem)
5.62, 5.68 (PI+data)
Comprehensive problem* C5.3 |
19 | 7 | Continued
Common dimensionless parameters
Simple beam | |
20 (Lab3) | 9 |
CFD Lecture 3: Turbulence modeling for CFD
| Diffuser assignment due Nov. 4 |
21 | 12 | Similarity and model testing
Scaling - free surface
P5.46
Scaling ship model | HW8: 5+1 problems due Oct. 19
5.60, 5.76 (PI+similarity with data)
6.3 (transition)
6.24, 6.25 (laminar flow)
Comprehensive problem* C5.5 |
22 | 14 | Chapter 6 Viscous Flow in Ducts
Re and Entrance effects; Laminar pipe flow
P6.21 (Laminar flow)
Example 6.21
Example 6.26 | |
23 | 16 | Stability and Transition
Rotating Cylinders
P6.91
P6.30 | |
24 (Extra Session#1) | 18 | Problem Solving Session (Review Problems) 3026SC, 5-6:50 PM | |
25 | 19 | Exam Review Session (slides, slides_updated) | |
26 | 21 | Exam 1 (Chapters 1-5) | |
27 | 23 | Continued | HW9: 4 problems due Oct. 30
6.39, 6.40 (turbulence modeling)
6.44, 6.55 (turbulence pipe flow) |
28 | 26 | Turbulent flow; RANS equations; TKE budget
Example P6.35
Example P6.36 | |
29 | 28 | Turbulent pipe flow
Example P6.56
Example P6.62
Example P6.69
Example P6.78
Moody etc.
Appendix A | |
30 | 30 | Roughness; Moody diagram; minor losses; diffusers/contractions
Example P6.76
Example P6.90
Example P6.92
Example P6.108
Example P6.110 | HW10: 5+1 problems due Nov. 6
6.73 (D)
6.80 (Q)
6.98 (non-circular ducts)
6.102 (minor losses)
6.115 (pipe systems)
Comprehensive problem* C6.4 |
31 | Nov. 2 | Noncircular ducts; Pipe systems
Example 3 res
Example P6.103
Example P6.127
Example P6.116
Example P6.118 | |
32 (Lab4) | 4 | Continued | Ahmed car assignment due Nov.30
HW11: 5 problems due Nov. 16
7.6, 7.10 (BL theory)
7.23, 7.27 (laminar boundary layer)
7.33 (turbulent boundary layer) |
33 | 6 | Continued
Example 3 res_new | |
34 | 9 | CFD Lecture 4: Grid generation and post-processing for CFD | |
35 | 11 | Chapter 7 Flow Past Immersed Bodies
Boundary Layer Theory(similarity solutions and Laminar momentum integral equation)
Laminar momentum integral equation
Example Displacement Thickness
Example P7.20
Pitot-static probe
Example P7.27
Example P7.26 & P7.35
Laminar boundary layer problems | |
36 | 13 | Turbulent Flow
Example P7.32
Example P7.35
Example P7.41
Example P7.43
Bluff body drag
Example CD sphere 1
Example CD sphere 2 | |
37 (Extra Session#2) | 15 | Problem Solving Session (Review Problems) 2258SC, 5-6:50 PM | |
38 | 16 | Exam Review Session (chap.4 Cyl-NS), (slides) | HW12: 5+1 problems due Dec. 4
7.42 (turbulent boundary layer)
7.50 (px)
7.78, 7.84 (Drag)
7.108 (rotation)
Comprehensive problem* C7.3 |
39 | 18 | Exam 2 (Chapters 3-6) | |
40 | 20 | Laminar momentum integral equation | |
- | 23 | Thanksgiving Recess | |
- | 25 | Thanksgiving Recess | |
- | 27 | Thanksgiving Recess | |
41 | 30 | Chapter 8 Potential Flow Potential Flow Theory | |
42 | Dec. 2 | Basic solutions
Example P7.110
Example P8.14
Example P8.31 | |
43 | 4 | Continued
Final exam guidelines
Example P8.43
Example cylinder plug lift
Example P8.74
Example force source on wall | HW13: 6+1 problems due Dec. 11
8.15 (vortex)
8.27, 8.29 (Rankine half-body and Rankine oval)
8.44, 8.48 (cylinder)
8.75 (images)
Comprehensive problem* C8.4 |
44 | 7 | Surface singularity, Images | |
45 | 9 | CFD Post-test and Post-survey | |
46 | 11 | Exam Review Session (Slides) | |
47 (Extra Session#3) | 13 | Problem Solving Session (Review Problems) 1028SC, 5-6:50 PM
Review material | |
48 | 16 | Final Exam (Chapters 1-8) 2133SC, 10:00 AM-12:00 PM | |