PHYS 225
PHYS 225 - Relativity & Math Applications
Spring 2023
| Title | Rubric | Section | CRN | Type | Hours | Times | Days | Location | Instructor |
|---|---|---|---|---|---|---|---|---|---|
| Relativity & Math Applications | PHYS225 | A | 53724 | LEC | 2 | 1600 - 1650 | T | Benjamin Hooberman | |
| Relativity & Math Applications | PHYS225 | D4A | 57367 | DIS | 0 | 0900 - 1050 | R | Michael Francis O'Boyle | |
| Relativity & Math Applications | PHYS225 | D4E | 58891 | DIS | 0 | 1100 - 1250 | R | Manthos Karydas | |
| Relativity & Math Applications | PHYS225 | D4J | 58892 | DIS | 0 | 1300 - 1450 | R | Michael Francis O'Boyle | |
| Relativity & Math Applications | PHYS225 | D4M | 58894 | DIS | 0 | 1500 - 1650 | R | Michael Francis O'Boyle | |
| Relativity & Math Applications | PHYS225 | D4U | 63302 | DIS | 0 | 1700 - 1850 | R | Manthos Karydas | |
| Relativity & Math Applications | PHYS225 | D5A | 53725 | DIS | 0 | 0800 - 0950 | F | Michael Francis O'Boyle | |
| Relativity & Math Applications | PHYS225 | D5E | 53726 | DIS | 0 | 1000 - 1150 | F | Manthos Karydas |
Official Description
Theory of Special Relativity, with applications to kinematics and dynamics. Key mathematical methods as they apply to aspects of electromagnetic theory and classical mechanics, including vector analysis, series expansions, matrices, Fourier analysis, partial differentiation, three-dimensional calculus, and simple differential equations. Course Information: Prerequisite: Credit or concurrent registration in PHYS 212.