This study source was downloaded by 100000859764468 from CourseHero com on 06 21 2023 18 01 06 GMT 05 00 https www coursehero com file 191518515 PHY356F Syllabuspdf UNIVERSITY OF TORONTO PHYSICS DEPARTMENT FALL TERM 2021 PHY 356F QUANTUM MECHANICS Information Sheet Lecturer Professor Sajeev John Email john at physics utoronto ca Sept 9 23 Video taped lectures will be posted on Quercus Live lectures in MP103 may begin Sept 27th conditions permitting Video taped lectures covering identical material will continue to be posted on Quercus under Announcements Office Hours starting Sept 27th Mondays 4 5 pm Markers Jyotirmoy Roy email jro1 at physics utoronto ca Dylan Kisliuk email dkisliuk at physics utoronto ca Noah Lupu Gladstein email nlupugla physics utoronto ca Course Secretary Helen Iyer email iyer at physics utoronto ca Schedule Lectures Mondays and Thursday at 10 am Tutorials Wednesdays 12 p m and 2 p m Lecture Notes Posted on Quercus under Modules Textbook Quantum Mechanics Volume 1 2nd ed by Cohen Tannoudji et al Homework An assignment will be posted on Quercus approximately once every 2 3 weeks This will consist of exercises as well as some problems to be submitted for grading due Tuesdays by 11 p m Late homework will not be accepted If a valid reason is provided in advance for not submitting homework by the deadline the weight will be applied to the final exam For example if a single assignment is excused the final exam weight will be increased to 60 Grading 50 homework 50 final exam This study source was downloaded by 100000859764468 from CourseHero com on 06 21 2023 18 01 06 GMT 05 00 https www coursehero com file 191518515 PHY356F Syllabuspdf Powered by TCPDF www tcpdf org UNIVERSITY OF TORONTO PHYSICS DEPARTMENT FALL TERM 2021 PHY 356F QUANTUM MECHANICS Course Syllabus 1 Wave Particle Duality Chapter 1 pp 1 31 Complements CI HI 2 Dirac Formalism Chapter 2 pp 88 147 Complement BII Sections 1 4 only and DII 3 Postulates of Quantum Mechanics Chapter 3 pp 227 232 expectation value of an operator pp 241 249 Ehrenfest s theorem pp 250 252 and Complement KIII 4 Two Level Systems and Spin 1 2 Chapter 4 pp 393 421 Complement AIV and DIV 5 The Harmonic Oscillator Chapter 5 pp 497 523 Complement EV and FV 6 Angular Momentum Chapter 6 pp 667 701 Complement AVI pp 705 712 7 The Hydrogen Atom Chapter 7 pp 801 830 Complements AVII and DVII pp 855 861