Applied Fluid Imaging Laboratory

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530.327 Introduction to Fluid Mechanics (fall 2009)

MWF 10-11 am, Hodson 311
(course schedule)

Instructor: Prof. Lester Su, Latrobe 229, 6-8637, lsujhu.edu
Office hours: M 4-5, F 9-10

TAs: Kunlun Bai, Latrobe B31, kbai2jhu.edu
Office hours: M 1-2
 
Yuan Lu, Latrobe B31, ylu11jhu.edu
Office hours: T 1-2

This course equips students with the fundamental mathematical tools and physical insight necessary to approach realistic fluid flow problems in engineering systems. Areas covered include physical properties of fluids; fluid statics; control volumes; fluid kinematics; conservation principles; Bernoulli's equation; dimensional analysis; the Navier-Stokes equations; laminar and turbulent viscous flows; and external flows, lift and drag. Laboratory assignments provide physical examples to complement the analytical treatment in lectures and homework assignments. (syllabus)

 

Course schedule (updated 11.20.09)

Date Subjects Reading Assignments
2 Sept Introduction; fluid properties Ch. 1
4 Sept Fluid properties Ch. 1, 2.1, 2.2
 
7 Sept (Labor day - no class) HW 1 due 9/8 (solutions)
9 Sept Stresses; viscosity Ch. 2.3, 2.4 Quiz 1
11 Sept Viscosity; flow classification Ch. 2.4, 2.6
 
14 Sept Fluid statics Ch. 3.1, 3.3; notes HW 2 due 9/15 (solutions)
16 Sept Hydrostatic forces Ch. 3.5 Quiz 2 (solutions)
18 Sept Hydrostatic forces Ch. 3.5; notes
 
21 Sept Buoyancy; control volumes Ch. 3.6, 4.1, 4.2 HW 3 due 9/22 (solutions)
23 Sept Conservation of mass Ch. 4.3 Quiz 3 (solutions)
25 Sept Momentum equation Ch. 4.4; notes
 
28 Sept Momentum equation: moving reference frames Ch. 4.4, 4.5; notes HW 4 due 9/29 (solutions)
30 Sept Moving reference frames; rocket problem Ch. 4.5, 4.7 Quiz 4 (solutions)
2 Oct Angular momentum equation Ch. 4.7
 
5 Oct Differential forms: Euler's equation Ch. 4.4, 6.1, 6.2 HW 5 due 10/6 (solutions)
7 Oct Bernoulli's equation; lab intro. Ch. 6.3 Quiz 5 (solutions)
9 Oct Bernoulli's equation: examples, static and stagnation pressures Ch. 6.3 Lab 1 this week (Th/F) (supplement; report instructions)
 
12 Oct Bernoulli's equation: examples and d'Alembert's paradox Ch. 6.3 HW 6 due 10/12 (solutions)
14 Oct First exam (solutions)
16 Oct D'Alembert's paradox; Dimensional analysis: Pi-theorem Ch. 6.3, 7.2-7.4, 7.5
 
19 Oct Dimensional analysis: Pi-theorem, examples Ch. 7.4 HW 7 due 10/20 (solutions)
21 Oct Non-dimensional numbers in fluids; flow similarity Ch. 7.5, 7.6 Quiz 6 (solutions)
23 Oct Flow similarity; differential forms: continuity equation Ch. 7.5, 7.6, 5.1, 5.4; notes
 
26 Oct Continuity and Navier-Stokes equations Ch. 5.1, 5.4; notes HW 8 due 10/27 (solutions)
28 Oct Navier-Stokes equations Ch. 8.2, 8.3 Quiz 7 (solutions)
30 Oct Navier-Stokes equations: examples Ch. 8.2, 8.3
 
2 Nov Navier-Stokes equations: examples; pipe flow: conservation of energy, head loss Ch. 8.2, 8.3, 4.8 HW 9 due 11/3 (solutions)
4 Nov Pipe flow: conservation of energy, head loss Ch. 4.8, 8.6 Quiz 8 (solutions)
6 Nov Pipe flow: head loss, turbulence, major losses, Moody diagram Ch. 8.4-8.7 Lab 2 this week
 
9 Nov Pipe flow: major losses, Moody diagram, examples Ch. 8.6-8.8 HW 10 due 11/11 (Weds) (solutions)
11 Nov Pipe flow: minor losses Ch. 8.7, 8.8
13 Nov Pipe flow: minor losses; external flows Ch. 8.7, 8.8, 2.6, 9.1, 9.2 Quiz 9 (solutions)
 
16 Nov Extermal flows; boundary layers, thickness definitions Ch. 9.1, 9.2 HW 11 due 11/19 (Thurs) (solutions)
18 Nov Boundary layers: thickness definitions, momentum integral eq., growth rates Ch. 9.2, 9.4, 9.5
20 Nov Boundary layers: friction drag; effect of pressure gradients; pressure drag Ch. 9.5-9.7; notes Lab 3 this week
 
23 Nov Second exam (old exams: fall 06, fall 07, fall 08)
25-27 Nov (Thanksgiving break)
 
30 Nov Drag: streamlining; example problems Ch. 9.6, 9.7 HW 11 due 12/1
2 Dec Drag: examples; Lift: airfoils Ch. 9.7, 9.8 Quiz 10
4 Dec Lift: airfoils Ch. 9.8
 
7 Dec (Final day of class) Lift: airfoils, Magnus force Ch. 9.8 HW 12 due 12/7
 
15 Dec (Tuesday) Final exam (2 pm - 5 pm)

 

All course materials © 2009 by Lester K. Su.


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