CE 203 Fluid Mechanics

COURSE SCHEDULE

The course is held in Room No. 4201 on:

* Tuesdays (10:00 to 10:55 AM)

* Wednesdays (11:00 to 11:55 AM)

* Fridays (9:00 to 9:55 AM)

Week	Monday	Tuesday	Wednesday	Thursday	Friday	Saturday	Sunday
1	09/01/2017 Lecture 1 Introduction and Brief History	10/01/2017 Lecture 2 Concept of Fluid; Lagrangian and Eulerian Appr.	11/01/2017 Lecture 3 Viscosity; Newtonian; Non-Newtonian Liquids
2		17/01/2017 Lecture 4 Cavitation; Surface Tension	18/01/2017 Lecture 5 Pressure; Hydrostatic Cond.		20/01/2017 Lecture 6 Hydrostatic Pressure
3		24/01/2017 Lecture 7 Hydrostatic Forces on Plane Surfaces	25/01/2017 Lecture 8 Hydrostatic Forces on Plane Surfaces-2		27/01/2017 Lecture 9 Buoyancy and Stability
4		31/01/2017 Lecture 10 Buoyancy and Stability-2	01/02/2017 Lecture 11 Introduction to Control Volume		03/02/2017 No Classes
5		07/02/2017 Lecture 12 Reynolds Transport Theorem	08/02/2017 Lecture 13 Introduction to Tensor Notations		10/02/2017 No Classes; (GATE Exam)
6		14/02/2017 Lecture 14 Index Notations (Contd..)	15/02/2017 Lecture 15 Gauss and Stokes Theorem; Kinematics		17/02/2017 Lecture 16 Kinematics (Contd..)	18/02/2017 Lecture 17 (Special Class) Material Derivative
7		21/02/2017 Lecture 18 RTT through Material Derivative	22/02/2017 Lecture 19 Conservation of Mass using RTT		24/02/2017 Lecture 20 Revision of Concepts
8		28/02/2017 Mid Semester Exam (Forenoon)
9		07/03/2017 Lecture 21 Conservation of Linear Momentum -1	08/03/2017 Lecture 22 Conservation of Linear Momentum -2		10/03/2017 Lecture 23 Conservation of Angular Momentum
10		14/03/2017 Lecture 24 Conservation of Energy	15/03/2017 Lecture 25 Differential Analysis of Fluids -Introduction		17/03/2017 No Classes
11		21/03/2017 Lecture 26 Conservation of Mass, Linear Momentum	22/03/2017 Lecture 27 Conservation of Linear Momentum		24/03/2017 Lecture 28 Deriving Navier Stokes Momentum Equations	25/03/2017 Lecture 29 (Special Class) Navier Stokes Momentum Equations
12		28/03/2017 Lecture 30 Conservation of Energy-1	29/03/2017 Lecture 31 Conservation of Energy-2		31/03/2017 Lecture 32 Boundary Conditions
13		04/04/2017 Lecture 33 Geometeric Interpretation of Streamfunction	05/04/2017 Lecture 34 Stream Functions		07/04/2017 Lecture 35 Irrotational Flows
14		11/04/2017 Lecture 36 Bernoulli’s Equation	12/04/2017 Lecture 37 Flow between Plates		14/04/2017 No Classes
15		18/04/2017 Lecture 38 Dimensional Analyses	19/04/2017 Lecture 39 Buckhingham Pi Theory		21/04/2017 Lecture 40 Non-dimensional Basic Equations Lecture 41 Modeling and Similarity	22/04/2017 Lecture 42 Pipe Flows
16							30/04/2017^* End Semester Exam

^* Please note that the End Semester Examination is on a Sunday.

The lecture notes were handwritten by the course instructor (Dr. S. A. Kartha) for delivering in the respective class hours. The handwritten notes are subsequently typed in MS Word by the following Teaching Assistants for the course:

1) Ms Amrutha Suresh (PhD student)

2) Mr. Laveti Satish (PhD student)

3) Mr. Dipto Deb (M.Tech Student)

4) Mr. Abhishek Chakraborty (M.Tech Student)

5) Mr. Om Prakash Vats (M.Tech Student)

The course instructor acknowledge the efforts of the above students in preparing the typed lecture notes.

The contents of the lecture notes of this course CE 203 Fluid Mechanics is mostly prepared using the text book:

* White F.M. (2009). Fluid Mechanics Seventh Edition. McGraw Hill Series in Mechanical Engineering, NY

In addition, some materials are referred from the books:

* Kundu P.K., Cohen I.M., Dowling D.R. (2012). Fluid Mechanics Fifth Edition. Elsevier.

* Mase G.E. (1970). Continuum Mechanics. Schaum’s Outlines, McGraw-Hill Book Company