1
Q
Hamiltonian Dynamics
A
2
Q
Phase Space vs State Space
A
- Phase Space:
- microscopic detail
- high dimensionality
- State Space:
- macroscopic observables
- low dimensionality
- can have microstate degeneracy
3
Q
Basic Assumption of Statistical Mechancis
A
All microstates are equally probable!
4
Q
Degeneracy of (N, V, E) State Ω
A
Number of microstates with energy E, number of particles N, and volume V
5
Q
Entropy Definition (microcanonical)
A
6
Q
Thermodynamic Definition of Temperature
A
7
Q
Boltzman Distribution
A
8
Q
Internal Energy and Partition Function
A
9
Q
Workhorse of Equilibrium Statistical Mechanics
A
10
Q
Microcanonical Ensemble
A
(N, V, E)
11
Q
Canonical Ensemble
A
(N, V, T)
12
Q
Isobaric, Isothermal Ensemble
A
Simulation Methods I
flashcards
Decks in class (11)
# Cards
-
Chapter 1: MD Methods11
-
Chapter 2: Statistical Mechanics12
-
Chapter 3: Integrators Revisited2
-
Chapter 4: MD Example6
-
Chapter 5: Periodic Boundary Conditions6
-
Chapter 6: Radial Distribution Function5
-
Chapter 7: MD in Different Ensembles6
-
Chapter 8: Statistical Errors and Autocorrelation Times5
-
Chapter 9: More on Thermostats5
-
Chapter 10: MC Method9
-
Chapter 11: Observables in Phase Transition8
