Teaching plan (MEK4300/MEK9300 - spring 2012)

The schedule for weeks marked with an * is preliminary and may be changed. Generally the plan is specified a week in advance. An indication on the overall progression during the term is given by the plan for spring 2011.

 
Week Date Theme Comments/resources
3 16/1 Introduction. Derivation of hydrodynamic equations. Lecture. We experienced some problems due to diversity in the background.
3 19/1 No class.
4 23/1 We wrap up the basic equations including the heat equation. Brief survey of scaling and the Buckingham PI-theorem. We start on planar Couette flow in section 3 and continue with the flow between two coaxial cylinders. Lecture
4 26/1 May we start on Poiseulle flows, section 3.3 Lecture
5 30/1 Couette flow between rotating cylinders. We then start on Poiseulle flows, section 3.3 Lecture
5 2/2 Poiseulle flow continues. Lecture
6 6/2 We finish Poiseulle flows in non-circular ducts, sections 3.3.4-3.3.5. And start on 3.3.6, 3.3.7 (the thermal entrance problem). Lecture
6 8/2 Problem 3.1, 3.2 and 3.3. We continued with temperatue distribution in fully developed Hagen-Poiseeulle flow. Exercises/lecture.
Problem 3.3 in White is selected as part of the first mandatory assignment.
7 13/2 Graetz problem. Maybe a discussion of alternative, numerical solutions. Otherwise we start on the transient Poiseulle/Coutte flows. Lecture is cancelled
7 15/2 Problems 3-4, 3-5, 3-6, 3.7 and 3-11 Class is cancelled
8 20/2 Graetz problem. Maybe a discussion of alternative, numerical solutions. Otherwise we start on the transient Poiseulle/Coutte flows.
8 22/2 Problems 3-4, 3-5, 3-6, 3.7 and 3-11 One of these may be discarded. Another will chosen as part of first mandatory assignment.
9 27/2 Sections 3-4.2 and 3-5 Lecture
9 29/2 Problems 3-14, 3-15, 3-16, 3-17 og 3-18 Exercise
10 5/3 We discuss alternative numerical approaches for Graetz problem and transient duct flows. Then we start on section 3.6. Lecture. Pdf of slides used.
10 7/3 Problem 3-21. We continue with section 3.6, maybe start on 3.7. Concerning 3.7: Observe the wrong enumeration of subsections and the reference of non-existing equations from section 2 (in some editions at least). We will add some details about rotating frames of reference and the momentum equation. Exercise/Lecture
11 12/3 We do the Ekman spiral. Then we start on sec. 3.8. From this section we will include 3-8.1.1, 3-8.1.2, 3-8.1.4 and 3-8.2. The sections 3-8.1.3 and 3-8.1.5 and 3-8.3 will be omitted. Lecture
11 14/3 A reformulation of 3-14 from White. We will continue on section 3-8, maybe start on 3-9. Exercise, lecture
12 19/3 Section 3-8.2. Then we start on 3-9: Creeping motion. Lecture
12 21/3 Problems 3-27 from White. We continue with section 3-9 Exercise/lecture
13 26/3 Lubrication flows 3-9.8.
Boundary layers 4-1.
Lecture
13 28/3 Boundary layers 4-1 continue. 4.2 Boundary layer equations. Lecture.
14 2/4 Easter. No class.
14 4/4 Easter. No class.
15 9/4 Easter. No class.
15 11/4 No class.
16 16/4 Section 4-2, we start on 4-3. Lecture. Topics for mandatory assignment are selected.
16 18/4 We finished 4-3.1 and demonstrated the numerical soluton for the Blasius profile. Lecture
16 19/4 Presentations for mandatory assignment.
17 23/4 Heat transfer in boundary layer, 4-3.2, and the Faulkner-Skan flows, 4-3.3. Maybe start on 4-4. ; free shear flows. Lecture. Video of wave on beach; showing boundary layer.
17 25/4 We finish 4-4 and do problems 4-1 and 4-3. Lecture, exercises
18 30/4 We finish section 4.4. Turbulence: section 6.1 and 6.2 Lecture
18 3/5 Turbulence continues Lecture. Class is on Thursday, not Wednesday
19 7/5 Turbulence; rest of 6-4.1 through 6-4.2. Then 6-5.1; 6-5.2 and 6-5.4 (not 6-5.3). Lecture.
19* 9/5 Class only if needed.
19 10/5 Turbulence modeling, related to section 6-7 in White. Lecture by Mikael Mortensen.
20 14/5 Exam spring 2004, problem 1
Exam spring 2011, problem 1
Old exams.
20 16/5 Exam spring 2005, problem 1
Exam spring 2009, problem 3
21* 21/5 White: Problem 3-26
21* 23/5 Last class