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History 181B: Modern Physics
Class 42 (5/5/03)
The Standard Model and beyond
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| Navigation |
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| Outline |
The Standard Model (continued)
Quantum chromodynamics
A gauge field theory of
the strong interaction
Predicting and testing
Permanently bound quarks
Beyond the Standard Model
Why go beyond?
Experimental hints: Neutrinos and muons
Theoretical proposals
Why unification? And some thoughts on the history
How to test? And some thoughts on the politics |
| Names
and terms |
| Primary |
Secondary |
quarks (flavor, color)
gluons
QCD (quantum chromodynamics)
supersymmetry
grand unified theories
quantum gravity, graviton
string (or superstring) theory
Superconducting Supercollider (SSC, cancelled 1993)
Large Hadron Collider (LHC, at CERN, expected 2007)
Next Linear Collider (NLC) |
leptons |
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| Assignment |
Richard D. Mattuck, selections from A Guide
to Feynman Diagrams in the Many-Body Problem, 2nd ed. (New York: Dover,
1976), 1-24.
The diagrams may look complicated, but the ideas
are plainer than it may seem.
What do the fictitious bodies (section 0.1) do?
What is a quasi particle (section 0.2)?
Then what is a collective excitation (section 0.2)?
What is the basic strategy involved in using Feynman
diagrams? Looking especially at section 1.2, put it in words. What are
the propagators?
These techniques remind us of renormalized QED and
come out of elementary particle physics. But at the bottom of p. 1 Mattuck
writes that the many-body problem is not limited to any one branch of physics.
What is his point?
Extra: Does the strategy described here remind
you of any problem-solving approaches from ordinary life?
Extra credit: Third
Nobel option due. |
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Copyright © Cathryn Carson 2003 |