Run #1 Run #1 Run #2 Run #2
Time (s) Force (N) Time (s) Force (N)
0.000 0.0 0.000 0.0
0.050 0.0 0.050 0.0
0.100 0.0 0.100 0.0
0.150 0.0 0.150 0.0
0.200 0.0 0.200 0.0
0.250 0.0 0.250 0.0
0.300 0.0 0.30
General Physics Exam - Problems and Solutions
2nd Exam, 1st Semester, Year 2013
Describe all significant steps leading to your answers
Instruction
Here, note that , , and . Since the string is
and wr
General Physics Exam - Problems and Solutions
2nd Exam, 1st Semester, Year 2011
Attention
Detailed steps must be clearly described in your
solutions.
Physical constants given in the textbook such as
General Physics Exam - Problems and Solutions
2nd Exam, 1st Semester, Year 2012
Please give your answers in detail (that is, all significant
Instructio
steps) and write your solutions only in the spac
PAGE 1/3
General Physics - Exercise Report
1st Semester, Year 2017
Chapter 13 : Gravitation
Student ID
Major
Name
Professor
Exercise Lecturer
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PAGE 1/3
General Physics - Exercise Report
1st Semester, Year 2017
Chapter 14 : Fluids
Student ID
Major
Name
Professor
Exercise Lecturer
Student's
Mentioned
Items
Exercise Class Date
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S
Graduate Quantum Mechanics I
PHY505
Homework 2 Due: Monday, 3/28/2016, to TA
Each problem is worth 15 points in this assignement.
1. In lectures we have developed a method to compute the propagator <
Graduate Quantum Mechanics I
PHY505
Homework 6 Due: Monday, 5/23/2016, to TA
Reading of the following weeks: Degenerate state perturbation theory (section
3.7(b), Time dependent perturbation theory (
Graduate Quantum Mechanics I
PHY505
Homework 5 Due: Monday, 5/9/2016, to TA
1. (a.) Let R1 and R2 be two infinitesimal rotations parametrized with 1 and
2 , and K a three-vector. If K is the change in
Graduate Quantum Mechanics I
PHY505
Homework 7 Due: Wednesday, 6/1/2016, to TA
1. Estimate the ground state energy of a helium atom by the variational principle.
Use the hydrogen like wave functions a
Graduate Quantum Mechanics I
PHY505
Homework 4 Due: Friday, 4/15/2016, to TA
1. Problem 18, p. 239, Chapter 4, Gottfried & Yan. Assume the radii of the inner
and outer cylinders are a and b, respectiv
Graduate Quantum Mechanics I
PHY505
Homework 1 Due: Friday, 3/16/2016, to TA
1. (a)
Problem 2, p. 109, Chapter 2, Gottfried & Yan.
(b)
Show that U 1 f (A)U = f (U 1 AU ). Therefore, if U is unitary, t
Physics 505 Final Exam - Solutions This final is a three hour open book, open notes exam. Do all four problems.
Fall 2007
[25 pts] 1. A point electric dipole with dipole moment p is located in vacuum
Jackson 7.22 Homework Problem Solution
Dr. Christopher S. Baird
University of Massachusetts Lowell
PROBLEM:
Use the Kramers-Kronig relation to calculate the real part of (), given the imaginary part o
Jackson 7.19 Homework Problem Solution
Dr. Christopher S. Baird
University of Massachusetts Lowell
PROBLEM:
An approximately monochromatic plane wave packet in one dimension has the instantaneous form
Jackson 7.12 Homework Problem Solution
Dr. Christopher S. Baird
University of Massachusetts Lowell
PROBLEM:
The time dependence of electrical disturbances in good conductors is governed by the frequen
Jackson 7.3 Homework Problem Solution
Dr. Christopher S. Baird
University of Massachusetts Lowell
PROBLEM:
Two plane semi-infinite slabs of the same uniform, isotropic, nonpermeable, lossless dielectr
Jackson 7.6 Homework Problem Solution
Dr. Christopher S. Baird
University of Massachusetts Lowell
PROBLEM:
A plane wave of frequency is incident normally from vacuum on a semi-infinite slab of materia
Jackson 7.4 Homework Problem Solution
Dr. Christopher S. Baird
University of Massachusetts Lowell
PROBLEM:
A plane-polarized electromagnetic wave of frequency in free space is incident normally on the
Jackson 7.1 Homework Problem Solution
Dr. Christopher S. Baird
University of Massachusetts Lowell
PROBLEM:
For each set of Stokes parameters given below deduce the amplitude of the electric field, up
Physics 505, Classical Electrodynamics
Homework 12
Due Friday, 10th December 2004
Jacob Lewis Bourjaily
Problem 7.28
Let us consider a circularly polarized plane wave moving in the z direction that ha
Physics 505, Classical Electrodynamics
Homework 12
Due Friday, 10th December 2004
Jacob Lewis Bourjaily
Problem 7.28
Let us consider a circularly polarized plane wave moving in the z direction that ha
2
JACOB LEWIS BOURJAILY
Problem 7.16
Let us consider plane waves propagating in a homogenous, nonpermeable but anisotropic dielectric.
The dielectric is characterized by the tensor ij . We will assume