Physics 8.05 Quantum Physics II
1A variation on Griffiths 2.2. 1. Page 2. 2. Physics 8.05 Quantum Physics II
Quantum Physics II (8.05) Fall 2013. Assignment 7. Massachusetts Institute of Technology. Due 1 November 2013. Physics Department. 3:00 pm. October 24 2013.
Quantum Physics II (8.05) Fall 2013. Assignment 2. Massachusetts Institute of Technology. Physics Department. Due Friday September 20 2013.
UNCERTAINTY PRINCIPLE AND COMPATIBLE OBSERVABLES. B. Zwiebach. October 21 2013. Contents. 1 Uncertainty defined. 1. 2 The Uncertainty Principle.
?2 µB. h. 1. 0. In the basis
December 12 2013 2 Adding two spin one-half angular momenta ... angular momentum S(1) of a particle to the spin angular momentum S(2) of another ...
December 14 2013 Particle 2: its quantum mechanics is described by a complex vector space W. It has associated ... 8.05 Quantum Physics II. Fall 2013.
WAVE MECHANICS. B. Zwiebach. September 13 2013. Contents. 1 The Schrödinger equation. 1. 2 Stationary Solutions. 4. 3 Properties of energy eigenstates in
September 17 2013. Contents. 1 The Stern-Gerlach Experiment. 1. 2 Spin one-half states and operators. 7. 3 Properties of Pauli matrices and index notation.
Quantum Physics II (8 05) Fall 2013Assignment 1 Massachusetts Institute of TechnologyPhysics Department September 4 2013 Due Friday September 13 2013 3:00pm Announcements Please put you name and section number at the top of your problem set and placeit in the 8 05 box labeled with your section number near 8-395 by 3pm Friday
Quantum Physics II (8 05) Fall 2013Assignment 8 Massachusetts Institute of Technology Physics Department November 2 2013 Due Friday November 8 2013 3:00 pm Problem Set 8 Exercises with position and momentum eigenstates in the harmonic oscillator [10 points] (a)Use the expression forx)to calculate the wavefunction for the excited state 2)=1?
Physics 8 05 Quantum Physics II Fall 2013 5 the solutions to the equation You should include: the behavior as x ? 0 the behavior as x ? ? the correct number of nodes the relative magnitude of the wavefunction at large small and intermediate x 6
Quantum Physics II (8 05) Fall 2013Assignment 2 Massachusetts Institute of TechnologyPhysics Department September 13 2013 Due Friday September 20 2013 3:00 pm Suggested Reading Continued from last week: Gri?ths section 7 1 Introduction to linear algebra Gri?th’s Appendix and Shankar Ch 1 Basic foundations of quantum mechanics:
Quantum Physics II (8 05) Fall 2013 Assignment 9 Massachusetts Institute of Technology Due Friday November 15 2013 Physics Department November 8 2013 3:00 pm Problem Set 9 1 Arbitrary spin state [10 points] Consider a spin state n;+) where n = (n xn yn z) points in the direction de?ned by the angles (? 0? 0
Quantum Physics II (8 05) Fall 2013 Assignment 4 Massachusetts Institute of Technology Physics Department Due October 4 2013 September 27 2013 3:00 pm Problem Set 4 1 Identitites for commutators (Based on Gri?ths Prob 3 13) [10 points] In the following problem A B and C are linear operators So are q and p