Course Syllabus: 12/09/2009

Lec.# Date

Topic(s)

Reading Assignments
1 Th 9/17 Introduction and Intermolecular Potentials Ch. 1  
2 Tu 9/22 Statistical Mechanical Ensembles Ch. 2
  Th 9/24 no class (London conference)    
3 M 9/28 Elements of Fortran 90 programming; Random Numbers and Random Distributions Ch. 3  
4 Tu 9/29 Importance sampling, Metropolis and Barker acceptance Ch. 3  
5 Th 10/1 Boundary conditions and trial moves, efficiency and statistical uncertainties Ch. 3  
6 Tu 10/6 Grand Canonical MC Ch. 5 #1
7 Th 10/8 NPT Monte Carlo Ch. 5  
8 M 10/12 Introduction to Molecular Dynamics Ch. 4  
9 Tu 10/13 Correlation functions and transport properties, Constant-T MD Ch. 4  
10 Th 10/15 Thermodynamic integration, Widom insertions Ch. 6  
11 Tu 10/20 Jarzynski's equality, Histogram methods Ch. 7 #2
12 Th 10/22 Determination of critical points / finite-size scaling notes  
13 Tu 10/27 The Gibbs ensemble Ch. 8  
14 Th 10/29 Semi-grand and Reactive Monte Carlo Gibbs-Duhem Integration Ch. 9  
  Tu 11/10 no class (AIChE mtg)    
15 Th 11/12 Free energies of solids Ch. 10 #3
  Tu 11/17 no class (NSF panel)    
16 Th 11/19 Rosenbluth sampling Ch. 11  
17 M 11/23 "Biased" MC, complex moves for polymers Ch. 13  
18 Tu 11/24 Wang-Landau and Transition Matrix MC notes  
19 Tu 12/1 Parallel tempering / replica exchange, Hybrid MC Ch. 14 #4
20 Th 12/3 Cluster Moves Ch. 14  
21 M 12/7 Dynamic MC notes  
22 Tu 12/8 Rare Events, Transition Path Sampling Ch. 16  
23 Th 12/10 Multiscale modeling, Dissipative Particle Dynamics Ch. 17  
24 Tu 12/15 Long-range corrections, Ewald sums Ch. 12 #5
  Th 12/17 No class    
  Tu 1/12 Final project due    

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