## Geometric Mechanics — 1st Semester 2022/2023
## AnnouncementsThe You can see surprising motions of mechanical systems with nonholonomic constraints here, here and here. You can find more information about the tennis racket theorem in this video. ## Syllabus
## Bibliography
- Godinho and Natário, An Introduction to Riemannian Geometry
- Arnold, Mathematical Methods of Classical Mechanics
- Marsden and Ratiu, Introduction to Mechanics and Symmetry
- Oliva, Geometric Mechanics
- Schutz, A First Course in General Relativity
## Grading Policy
## Homework- Homework 1 (due on October 13)
- Homework 2 (due on November 24)
- Homework 3 (due on January 5)
- Homework 4 (due on January 24)
## ExamsYou can see more exams on the course webpages from previous years (some in Portuguese): |