|
Class #
or Lab #
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Date
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Chapter
and Concepts
|
Problems
Assigned
|
|
1
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Aug. 24
|
Chapter
1 Introduction
Definition
fluid; continuum hypothesis; fluid properties (Kinematic)
P1.12 (Dimensions and Units)
|
HW1: 6
problems due Sept. 2
1.14
(dimensions); 1.32 (buoyancy); 1.47 (shear stress); 1.69 (surface tension);
1.73 (cavitation); 1.75 (Mach number)
Comprehensive problem* C1.9
Solutions
|
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2
|
26
|
Fluid properties (Transport, Thermodynamic,
Miscellaneous), flow classification and analysis
P1.49
(Shear stress)
|
|
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3
|
28
|
Chapter
2 Pressure Distribution in a Fluid
Pressure
and pressure gradient; Force balance fluid element; review of hydrostatics
on plane and curved surfaces
|
HW2: 10 problems
due Sept. 11
2.36 (manometer);
2.77 (force plane surface); 2.95 (force curved surface); 2.112 (buoyancy);
2.127 (stability); 2.146 (rigid body translation); 2.157 (rigid body
rotation); 1.83 (streamlines); 3.154 (Bernoulli); 4.76 (Velocity potential
and stream function)
Comprehensive
problem C2.4
Solutions
|
|
4
|
31
|
Buoyancy and stability; rigid body translation and
rotation; Bernoulli equation
(Surface tension)
|
|
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5 (L1)
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Sep.
2
|
CFD
pretest, CFD Lecture 1:
Introduction to CFD
|
Pipe assignment due
Sept 21
|
|
6
|
4
|
Flow
Patterns (streamlines, streaklines, pathlines); velocity potential and
stream function
P4.75 (Velocity potential
and stream function), P3.160
(Bernoulli)
|
|
|
7
|
7
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Labor
Day
|
|
|
8
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9
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Chapter
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)
|
HW3: 10
problems due Sept. 25
3.17, 3.25
(continuity); 3.54, 3.55, 3.72 (linear momentum); 3.123 (angular
momentum); 3.130, 3141 (energy); 3.162, 3.177 (Bernoulli)
Comprehensive
problem C3.2
Solutions
|
|
9
|
11
|
Linear momentum
equation (Differential form, body forces, surface forces, Stokes
hypothesis, Non-Newtonian fluids, Navier Stokes equations)
|
|
|
10
|
14
|
Linear
momentum equation ( Applications of CV momentum equation, Momentum flux
correction)
P3.46(linear momentum)
|
|
|
11
|
16
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Continued
P3.44 (linear momentum);
Example(relative inertial
coordinates)
|
HW4: 9
problems due Oct. 14
4.6
(acceleration); 4.18(continuity); 4.29 (linear momentum); 4.41 (Energy);
4.79, 4.83, 4.91 (solution NS in Cartesian Coordinates); 4.89, 4.93 (NS in
polar coordinates)
Comprehensive
problem C4.2
Solutions
|
|
12
|
18
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Energy
equation; Summary GDE for compressible non-constant property fluid flow
P3.144 (Energy)
|
|
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13
(L2)
|
21
|
CFD Lecture 2: Numerical methods for
CFD
|
Airfoil assignment due
Oct 12
|
|
14
|
23
|
Exact
solutions NS equations (Stokes flow, Boundary layer equations, Couette and
Poiseuille flow)
P4.37 (NS linear momentum)
|
|
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15
|
25
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Angular
momentum equations, Boundary Conditions
Liquid
film problem
|
|
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16
|
28
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Vorticity
theorems, Kinematic decomposition of flow field, Non-inertial reference
frame
P4.60 (Vorticity), Flow between cylinders
|
|
|
17
|
30
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Curvilinear
coordinate systems
P4.82 (Incompressible
viscous flow)
|
|
|
18
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Oct.2
|
Exam
Review Session
Review Problems
|
|
|
19
|
5
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Exam 1: Part 1 (Chapters
1-3)
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|
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20
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7
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Chapter 5
Dimensional Analysis and Similarity
Pi
theorem
P5.42 (Pi theorem)
|
HW5: 5
problems due Oct. 21
5.41 (Pi theorem); 5.45 (non-dimensional eqn);
5.73, 5.79, 5.80 (similarity)
Comprehensive
problem C5.1
Solutions
|
|
21
|
9
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Non-dimensional
equations and boundary conditions
P5.47 (non-dimensional
equation)
|
|
|
22
(L3)
|
12
|
CFD Lecture 3: Turbulence modeling for
CFD
|
Diffuser
assignment due Nov. 9
|
|
23
|
14
|
Similarity
and model testing (problems 1, 2, 3)
|
|
|
24
|
16
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Chapter
6 Viscous Flow in Ducts
Re
and Entrance effects; Laminar pipe flow
P6.4 (Transition)
|
HW6: 11
problems due Nov. 18
6.5 (transition);
6.20, 6.28 (laminar flow); 6.34, 6.39 (turbulence modeling); 6.62 (f);
6.63(Q);6.69 (D); 6.90 (non-circular ducts); 6.103 (minor losses); 6.111
(pipe systems)
Comprehensive
problem C6.7
|
|
25
|
19
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Laminar
pipe flow
P6.21 (Laminar flow)
|
|
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26
|
21
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Stability
and Transition (Benard
Instability)
|
|
|
27
|
23
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Turbulent
flow; RANS equations; TKE budget
P6.40 (Turbulence modeling)
|
|
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28
|
26
|
Exam
Review Session
|
|
|
29
|
28
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Exam
1: Part 2 (Chapters 4-5)
|
|
|
30
|
30
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Turbulent
pipe flow
|
|
|
31
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Nov.2
|
Continued
|
|
|
32
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4
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Roughness;
Moody diagram; minor losses; diffusers/contractions
P6.54 (Turbulent pipe flow);P6.90(Turbulent duct
flow)
|
|
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33
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6
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Noncircular
ducts; Pipe systems
P 6.118, 6.130 (Pipe
systems)
|
|
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34
(L4)
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9
|
CFD Lecture 4: Grid generation and
post-processing for CFD
|
Ahmed car
assignment due Dec. 2
|
|
35
|
11
|
Chapter
7 Flow Past Immersed Bodies
Boundary
Layer Theory
P7.10 (BL theory)
|
HW7: 11
problems due Dec. 4
7.7, 7.9 (BL
theory); 7.19, 7.25 (laminar boundary layer) ; 7.34, 7.45 (turbulent
boundary layer) 7.48 (px), 7.59, 7.75, 7.96
(Drag) ;
7.111 (rotation)
Comprehensive
problem C7.3
|
|
36
|
13
|
Laminar
BL (similarity solutions)
|
|
|
37
|
16
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Laminar momentum
integral equation
P7.24 (laminar boundary
layer)
|
|
|
38
|
18
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Turbulent
BL
P7.43 (turbulent boundary
layer)
|
|
|
39
|
20
|
Continued
|
|
|
-
|
23
|
Thanksgiving
Recess
|
|
|
-
|
25
|
Thanksgiving
Recess
|
|
|
-
|
27
|
Thanksgiving
Recess
|
|
|
40
|
30
|
Unsteady
separation with Multi-media animations
|
|
|
41
|
Dec.
2
|
Drag
and Lift
P7.91 (Drag)
|
|
|
42
|
4
|
Chapter
8 Potential Flow
Potential
Flow Theory; Basic solutions
P8.14 (vortex)
|
HW8: 6
problems due Dec 11
8.15 (vortex);
8.29, 8.39 (Rankine half-body and Rankine oval) 8.45, 8.49 (cylinder); 8.75
(images)
Comprehensive
problem C8.4
|
|
43
|
7
|
Superposition
P8.23 , P8.31 (Superposition)
|
|
|
44
|
9
|
Complex
potentials & Surface singularity distributions
|
|
|
45
|
11
|
CFD Post-test and
Post-survey
|
|
|
46
|
17
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7:30 A.M. on Thursday, December 17
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