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Ian Billing
May 22, 2011
Chapter Fourteen Homework
Question 1:
Global temperature has been fluctuating for as long as the earth has existed but it has become
more drastic and happening at shorter time
Ian Billing
April 26
Chapter Six Homework
Exercise 9:
Statement:
A coal burning power plant is only 33% effective and has a 1 GWe electrical output. This power plant
puts out a considerable amount of
Ian Billing
May 9 2011
Chapter Twelve Homework
Question 1:
Without factoring in the greenhouse gas effect of planets the majority of a planet's temperature
would be caused by the atmosphere conditions
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Lecture 21: Legendre Polynomials I (See Chapter 12 in Boas)
In the previous lectures we have focused on the (common) case of 2nd differential
equations with constant coefficients. However, second orde
Particles and Symmetries
CHAPTER 3. RELATIVISTIC DYNAMICS
time is Etot = Mf c2 + Ephotons , and the total final spatial momentum p~tot = Mf ~v + p~photons =
( Mf v Ephotons /c) x
. (Note that ~
pphot
Statistical Physics (PHYS 328)
HW 4
Due Monday 11/6/17
100 pts
1. (30 pts) Hemoglobin:
(a) Using the partition function for a 3d ideal gas, show that the chemical
potential is given by
V Zint
= kT lo
Physics 226
Assignment #6
November 5, 2017
Due Wednesday, November 15, 2017
1. This problem asks you to show something we have discussed in class but not yet proven. Particle
A, with mass mA , decays
Particles and Symmetries
CHAPTER 3. RELATIVISTIC DYNAMICS
Most of the energy of the projectile is needed to provide the kinetic energy of the outgoing particle
X, which is necessarily associated with
Particles and Symmetries
CHAPTER 3. RELATIVISTIC DYNAMICS
boost ( ) will always be some boost in the x1 direction, and the force f ( ) will likewise always have
vanishing x2 and x3 components. In othe
Particles and Symmetries
CHAPTER 3. RELATIVISTIC DYNAMICS
observable universe
galaxy supercluster
galaxy
star
Earth
human
atom
nucleus
proton
present observational limit
Planck length
1026 m
1024 m
10
Lecture 14: Introduction to (Review of) Differential Equations [See Chapter 8,
Sections 1 to 7, in Boas. We will return for the rest of Chapter 8 shortly.]
As we have noted several times, most of the