ME 8339 – Turbulent Shear Flows

 

ANNOUNCEMENTS:

 

·         The midterm will be handed out Tuesday, November 7 and due back Thursday, November 9 in class.  It will be open book and open notes, but you must work on it ALONE (no help from classmates, websites, etc.).  It will cover material up through boundary layers.  There is not time limit, except it must be handed in at the beginning of class on November 9.


Course Description:  A study of real turbulent flows; flow stability, transition, and turbulence structure; free shear, pipe, and boundary layer flows; effects of surface conditions, pressure gradients; approximate solution methods; closure models.

 Prerequisite: ME 8338 (Viscous Flow Theory)

Instructor:       Paul S. Krueger, PhD

Office:             301G Embrey

Contact Info:  (214) 768-1296, pkrueger@engr.smu.edu

Office Hours:  W 10 – 11:30; Th 10 – 11, and by appointment

 

Lectures:         Tu, Th  12:30 – 1:50 p.m., 125 Caruth

 

Required Textbooks:      F. M. White, Viscous Fluid Flow, 3rd Ed., McGraw-Hill, 2006.

                                       P.A. Durbin and B.A. Pettersson Reif, Statistical Theory and Modeling for Turbulent Flows, Wiley, 2001.

 

Grading:          Homework                  45%

                        Midterm Exam                        25%

                        Final Project                30%

 

Homework Policies:  Assignments will be handed out on regular basis.  You will normally have at least one week to complete each homework set.  Late homework will normally not be accepted.  Consultation among students on the homework is encouraged, but the work handed in must be the actual work of the student (i.e., no copying and no consultation of solution sets of any kind).

 

Midterm Exam:         Tuesday, October 24, in class (12:30 – 1:50 p.m.) [Tentative]

Final Project:             Due Friday, December 1, 2006, 5:00 p.m.  Project options will be discussed in class.

 

Full Syllabus:  To view a PDF of the full syllabus (including an outline of the lecture material), click here.

 


LECTURE SLIDES

o       Ch. 1 – Introduction

o       Ch. 2.1 – Intro to Hydrodynamic Stability

o       Ch. 2.2 – Inviscid Stability

o       Ch. 2.2.2 – General Formulation of Inviscid Stability

o       Ch. 2.2.3 – Inviscid Stability Examples

o       Ch. 2.2.4 – Spatial Stability

o       Ch. 2.3 – Viscous Stability

o       Ch. 2.4 – Other Issues in Stability Theory

o       Ch. 2.5 – Transition to Turbulence

o       Ch. 3.1-3.2 – Introduction to Turbulence; Statistical Background

o       Ch. 3.3 – Averaged Governing Equations

o       Ch. 3.4 – Basic Turblent Shear Flows

o       Ch. 3.4.2 – Turbulent Jets

o       Ch. 3.4.3 – Turbulent Wakes

o       Ch. 3.4.4 – Turbulent Shear Layers

o       Ch. 3.4.5 – Wall Bounded Shear Flows

o       Ch. 4.1 – Scales of Turbulence

o       Ch. 4.2 – Modeling Turbulence


HANDOUTS


HOMEWORK

 

No.

Assigned

Due

Problems (click to download)

Solutions (click to download)

1

8-31-06

9-7-06

(9-14-06)

PS1

1, 2, 3, 4

2

9-12-06

9-21-06

(9-28-06)

PS2

1, 2, 3

3

9-26-06

10-5-06

(10-12-06)

PS3

1, 2, 3, 4

4

10-5-06

10-12-06

(10-19-06)

PS4

1, 2, 3, 4

5

10-16-06

10-24-06

(10-30-06)

PS5

1

6

11-15-06

11-28-06

(12-5-06)

PS6

1, 2, 3, 4

 


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