Syllabus for Quantum Mechanics
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(Physics 115B, UC Davis, Fall 2008)
- Review
- Spin
- Quantum Mechanics in 3D
- Shrodinger Eq, in Spherical Coordinates
- Hydrogen Atom
- Angular Momentum
- Spin revisited
- Clebsch-Gordan Coefficients
- Identical Particles
- Two Particle Systems
- Identical Bosons and Fermions
- Atoms
- Fermi Energy
- Quantum Statistical Mechanics
- Time-Independent Perturbation Theory
- Nondegenerate
- Degenerate
- Fine structure
- Zeeman effect
- Hyperfine Splitting
- Variational Method
- bounding the ground state energy
- Hydrogen molecule ion
- Time-dependent Perturbation Theory
- Two-level Systems
- Emission and Absorption of Radiation
- Spontaneous Emission
- Scattering
- Partial Wave Analysis
- Phase Shifts
- Born Approximation
- Lecture 1: Principles of QM applied to Spin
- Lecture 2: 3D particle in a box
- Lecture 3: Sperical Harmonics
- Lecture 4: Hydrogen Atom
- Lecture 5: Hydrogen Atom Part 2 and Angular Momentum
- Lecture 6: Angular Momentum and Spin Revisited
- Lecture 7: Spin one half
- Lecture 9: Periodic Table
- Lecture 10: Fermi surfaces
- Lecture 11: White Dwarfs and Neutron Stars
- Lecture 12: Bose Condensation
- Lecture 13: Bose Condensation/Perturbation Theory
- Lecture 14: Perturbation Theory
- Lecture 19: Hyperfine and Stark Effect
- Lecture 20: Variational Method
- Lecture 21: Time Dependent Perturbations
- SPINS simulation software
- History of the Stern-Gerlach experiment
- Clebsch-Gordan Calculator
- The man behind Bose statistics
- Fermi surfaces
- Magnetic Resonance Imaging
- Discovery of the Hyperfine line
- scattering in 2D
- Nobel Prize in Physics 1952
- Ewen & Purcell
- Quantum encryption sets speed record
- The (hyperfine) hydrogen 21-cm line and radio astronomy
Location: 130 Physics/Geology
Time: MWF 10:00-10:50 am
Professor: John Terning
email: jterning+115B@gmail.com
Office: 435
Office Hours: Thur. 4 pm
Web Page: http://particle.physics.ucdavis.edu/teaching/115B/index.php
Grader: Jamison Galloway
email: jrgalloway@ucdavis.edu
Office: 436
Office Hours: Wed. 1 pm
Course Outline
Textbook: "Introduction to Quantum Mechanics" by D.J. Griffiths
Grading will be based on regular reading assignments, problem sets, two midterms, and a final exam. The grade breakdown will be 10% on reading assignments, 30% on problems sets, 15% on each midterm, and 30% on the final exam
Questions chosen by 115B students:
Stephen Hawking used Quantum Effects to show that over a long enough period of time black holes will radiate away. How does Hawking Radiation work?
Since electrons can only orbit the nucleus of an atom in certain energy levels, what happens when an electron moves from one energy level to the next? Is there a moment in time when the electron is traveling between these different shells or energy levels?
How do quantum computers work?
A Neutron star is supposedly made up entirely of (surprise) Neutrons. How is this possible?
Could you explain how the Many-worlds theory works--in particular, how by denying the collapse of the wave function, we are led to a theory in which every outcome exists?
Reading assignments are due one hour before the start of class.
Homework is due on Fridays at the start of class.
First Midterm: Oct. 29
The first Midtern will cover Chapter 4.
Second Midterm: Nov. 17
The second Midtern will cover Chapter 5 (except for section 5.3.2) and Chapter 6 up to the end of section 6.3.
Final: Mon Dec. 8, 8 am.
practice final
Lectures are available for downloading directly
or through iTunes.Assignments will be available online
The assignment web site requires a one-time registration.Note 15 % will be deducted per day late for all problem sets, up until the solutions are posted online. If you want to submit a late assignment, please make arrangements with the grader to drop it off.
Slides
Additional Materials
Other Information
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