Physics 3374/6351 Fall 2008
Course Syllabus
We'll cover most of the material in Reif from Ch 1 through Ch 7, along
with some of the very useful appendices. The grads will be given additional
reading and problems.
Topic Reference
Introduction: Reif 1967 (easy Reif), Ch1
Examples of statistical reasoning
for systems of particles; reversible
and irreversible processes
Basic probability
The random walk and binomial Reif (our course text) Ch 1
distribution; gaussian approximation
General results for sums of Reif Ch 1
random numbers
Review of some ideas from Modern Any Modern Physics text
Physics (mainly angular momentum)
Specifying Microstates for systems Reif Ch 2
of particles, classical and quantum
The basic postulate; assigning Reif Ch 2
probabilities to microstates
Growth of states with available energy Reif Ch 2
Macroscopic states and interactions Reif Ch 2
between; external parameters
Infinitesimals and differentials Reif Ch 2
Definitions of heat, temperature Reif Ch 3
and entropy
Sharpness of distributions in energy Reif Ch 3
Dependence of microstates on external Reif Ch 3
parameters
Ideal Gas Law Reif Ch 3
Equilibrium conditions Reif Ch 3
Laws of Classical Thermodynamics Reif Ch 3
Thermometers Reif Ch 4
Heat Capacity Reif Ch 4
Classical Thermodynamics intro Reif Ch 5
Thermodynamic functions and Reif Ch 5
Maxwell Relations
Equations of state and Reif Ch 5
Van der Waal's gas
Heat Engines Reif Ch 5
Systems at known temperature or Reif Ch 6
average energy: the Boltzmann
distribution
Partition function Reif Ch 6
Applications of the Boltzmann Reif Ch 7
distribution:
Equipartition thm
Magnetization Reif Ch 7
Specific heats of solids Reif Ch 7
Quantum Ideal Gases (time permitting) Reif Ch 9
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