Problem Set 11 Note: This problem set is due Nov 29 before midnight. Please leave it in my mailbox located at the rst oor of Rutherford building. 1. A quantum particle of mass m is trapped inside two potential walls of innite heights, and two potential st
December 15, 2006 Friday, 14:00 Hrs
Quantum Physics 357: Final Examination
Keshav Dasgupta1 , Sangyong Jeon2 Rutherford Physics Building, McGill University, Montreal, QC H3A 2T8, Canada
Notes This question paper has eight pages including the cover page. T
Problem Set 10 Note: This problem set is due Nov 22 before midnight. Please leave it in my mailbox located at the rst oor of Rutherford building. 1. Imagine I form a wavepacket for a free particle of mass m using only three plane waves of
1 momenta k0 , k
Problem Set 09 Note: This problem set is due Nov 15 before midnight. Please leave it in my mailbox located at the rst oor of Rutherford building. 1. Recall the Schrdinger equation that we derived in the class. Its an equation with o rst order time derivat
Problem Set 02 Note: The following problem set is is due September 19 by midnight. Please return directly to me in my oce Rutherford 321. If Im not there slip your assignment below my door. 1. Give short answers to the following questions: (a) In the Ster
Problem Set 03 Note: The following problem set is is due September 26 by midnight. Please return directly to me in my oce Rutherford 321. If Im not there slip your assignment below my door. 1. Give short answers to the following questions. (a) Imagine a c
Problem Set 04 Note: The following problem set is due October 3 by midnight. Please return directly to me in my oce Rutherford 321. If Im not there slip your assignment below my door. 1. A molecule is constructed by a linear assembly of atoms such that th
Problem Set 05 Note: The following problem set is due October 10 by midnight. Please return directly to me in my oce Rutherford 321. If Im not there slip your assignment below my door. 1. Give short answers to the following questions: (a) Using matrices s
Problem Set 06 Note: The following problem set is due October 17 by midnight. Please return directly to me in my oce Rutherford 321. If Im not there slip your assignment below my door. 1. Let M be the matrix representation of an operator in a basis of a H
Problem Set 07 Note: The following problem set is due October 31 by midnight. Please return directly to me in my oce Rutherford 321. If Im not there slip your assignment below my door. 1. The following are a mixture of short and long answer questions. Avo
Problem Set 08 Note: The following problem set is due November 07 by midnight. Please return directly to me in my oce Rutherford 321. If Im not there slip your assignment below my door. 1. A two dimensional Hilbert space is spanned by states: |1 and |2 th
Problem Set 09 Note: The following problem set is due November 14 by midnight. Please return directly to me in my oce Rutherford 321. If Im not there slip your assignment below my door. 1. Imagine I ll a box with certain number of quantum particles at a t
Problem Set 10 Note: The following problem set is due November 21 by 9:00 pm. Please return directly to me in my oce Rutherford 321. If Im not there slip your assignment below my door. 1. I put a quantum particle of mass m in a box of length L. The positi
Problem Set 11 Note: The is the last problem set and is due December 03 by 9:00 pm. Please return directly to me in my oce Rutherford 321. If Im not there slip your assignment below my door. 1. I have a system of N particles of masses m each. These partic
Problem Set 01 Note: This problem set is due Sep 13 in the class The following set of problems are devised to check your knowledge in dierential and integral calculus, standard electrodynamics, mechanics and gravity. 1. Integrate the following function:
b