- Course Description: This course is designed for the first-year graduate students in oceanography. Topics covered in the course include Eulerian and Lagrangian kinematics, fluid thermodynamics, equations of mass, momentum and energy, vorticity and divergence, irrotational flow, laminar flow, boundary layer theory, various types of instability, and basics of turbulence. There is no pre-requisite for this course, although students are encouraged to take Physical Oceanography (OCN 620) and Ocean Waves I (OCN 660) in parallel. A good understanding of basic mathematical concepts, such as integration, differentiation and vector operations, is required.
- Textbook: The class instruction will follow "Fluid Mechanics" by P. K. Kundu, I. M. Cohen, and D. R. Dowling (2016; Academic Press, 6th ed.) closely. This is the required textbook for the course. A good reference math book for the course is "Mathematical Methods for Physics and Engineering" by K. F. Riley, M.P. Hobson, and S.J. Bence (2002, Cambridge). This book is recommended, but not required.
- Grading Policy: Class attendance 20%, homework 50%, and final exam 30%.
- Class Hours: Tuesdays and Thursdays from 2:30 PM to 3:45 PM via Zoom (this can be re-arranged depending on the students' schedules). A day before each class, the Zoom information and the lecture materials will be emailed to students.
- Student Learning Outcomes: By the conclusion of this course, the students should be able to accomplish the following:

1. Understand the basic concepts of fluid mechanics

2. Gain an appreciation of this "classical" subject of physics

3. Be able to explain fluid phenomena both in terms of mathematics and of physics

4. Be able to apply the knowledge (e.g., instability and boundary layer theories) to his/her own research subjects