Tuesday, November 10, 2009
Wednesday, October 28, 2009
Class on 10/28 canceled
Due to unexpected situation, the class today is canceled. We will make it up someway later.
Homework 7 which was due today is now due Monday 11/2.
10/12-10/21 Chap 4
We covered Chap 4 of KK. On 10/21 TA showed a movie lecture of Prof. George Smoot (Nobel prize winning physicist for work on modern experimental cosmology) and went over 2 problems, one of which touched upon phonons in solids. Midterm exam is 10/26 in class and covers Chap 1-4.
Wednesday, October 7, 2009
09/21-10/07
We covered Chap 3 of KK in slow pace.
At the lecture on 10/07, we also discussed isothermal and isentropic (adiabatic) processes for ideal gases (you can read page 171-175 in KK).
At the lecture on 10/07, we also discussed isothermal and isentropic (adiabatic) processes for ideal gases (you can read page 171-175 in KK).
Monday, September 21, 2009
Lectures 4-7
Lecture 4 (09/02): we begin to discuss entropy, temperature and thermal equilibrium both from abstract perspective and demonstrated in the case of spin system (Chap 2)
Lecture 5 (09/09) --- TA showed the movie "absolute zero"
Lecture 6 (09/14) --- we continued to discuss entropy, energy, temperature and thermal equilibrium, particularly what happens when bringing 2 spin systems together
Lecture 7 (09/16) ---- we finished Chap 2 with a discussion of laws of thermodynamics and a few other concepts such as ensemble and "equilibrium average".
Lecture 5 (09/09) --- TA showed the movie "absolute zero"
Lecture 6 (09/14) --- we continued to discuss entropy, energy, temperature and thermal equilibrium, particularly what happens when bringing 2 spin systems together
Lecture 7 (09/16) ---- we finished Chap 2 with a discussion of laws of thermodynamics and a few other concepts such as ensemble and "equilibrium average".
Tuesday, September 1, 2009
Lecture 3 on 08/31/09
We discussed:
Sterling approximation for factorials and approximation (analytic) for multiplicity of binomial (spin) problem for large N and s much less than N;
concepts of mean, variance, and fractional fluctuation and what they are for binomial spin problem.
We almost finished Chap 1 of KK.
Sterling approximation for factorials and approximation (analytic) for multiplicity of binomial (spin) problem for large N and s much less than N;
concepts of mean, variance, and fractional fluctuation and what they are for binomial spin problem.
We almost finished Chap 1 of KK.
Correction to HWK2
Note a typo in probem 2 --- "s" should be "2s" and the "15000" should be deleted (i.e, "2s=0, 1000, 5000, 10000."). Thanks to Brendon Rose for catching this.
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