Homepage of Ayres Freitas
Teaching:
- Physics 1370 (Quantum Mechanics I) Fall 2008
- Physics 1371 (Quantum Mechanics II) Spring 2009
- Physics 2565 (Non-rel. Quantum Mechanics I) Fall 2009
Research:
Physics 2565: Non-relativistic Quantum Mechanics I
Fall 2009
- Required text: K. Gottfried and T.-M. Yan: "Quantum Mechanics: Fundamentals," 2nd edition
- Additional recommended literature:
J. J. Sakurai: "Modern Quantum Mechanics," revised edition
E. Merzbacher: "Quantum Mechanics", 3rd edition
- Prerequisites: This is a grad level core course. Consult a physics advisor regarding prerequisites.
- Lectures: MWF 11:00-11:50am (105 Allen Hall)
- Discussion sessions: TBD
Course description
This course is the first half of a systematic survey of nonrelativistic quantum mechanics. Topics to be covered include: fundamental concepts of quantum theory, general formalism of quantum theory (equivalence of vector and wave mechanics), simple quantum systems (two-state systems, 1D, 3D potential problems) potential scattering, symmetries, approximation methods.We will mainly work with the textbook by Gottfried and Yan (be sure to use the 2nd edition!). However, occiasionally the lecture and homework assignments will cover material that is not from this book. On the other hand, the lecture will not cover every aspect from the book. Therefore it is essential that you attend lectures and read along in the textbook throughout the semester.
This course is a graduate level core course. Basic knowledge of quantum mechanics at the undergraduate level is required. Please consult an academic advisor if you are unsure whether you meet the prerequisites.
Homework
Homework is an essential part of learning the material of this course. Homework will be assigned each week on Monday and collected next week on Monday. You are encouraged to discuss the homework problems with each other after you have tried them to the best of your ability, but you cannot copy the solutions from each other. The homework assignments and solutions will be available for download on CourseWeb.Some of the homework problems will be discussed in class (after they have been graded and returned). For this purpose I will occiasionally pick one student at random to present her/his solution on the board. In this way, you can learn from each other's solutions, and also practice your presentation skills. The presentations will count towards your final grade.
