This is the first upper-level physics course normally taken by physics majors, and serves a number of purposes. First, it reinforces and expands upon the concepts covered in the first-year mechanics courses, and allows more complex real-world problems to be solved. Second, it introduces several new mathematical techniques that are important throughout more advanced studies in physics. And third, it serves as the foundation for further studies in mechanics (PH2202). The more advanced methods covered in PH2202, such as Lagrangian and Hamiltonian mechanics, serve as a bridge between the realms of classical mechanics and quantum mechanics.
Topics covered in PH2201 include Newton's laws in both Cartesian and non-Cartesian coordinate systems, drag forces for moving objects, variable mass systems (such as rockets), linear and angular momentum, work and energy, conservative forces and potential energy, gravitational forces, multi-particle systems, small oscillations, solution of the 2-body central-force problem, and Kepler's laws of planetary motion. Although special relativity is considered part of "classical mechanics" it is not covered in PH2201. There is a separate course (PH3501) in special relativity.
Highly recommended background for this course is PH1110 or PH1111, as well as calculus through differential equations.
If you have questions about the course, please send email to Professor Quimby or stop by Olin 128.