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1
Introduction
2
Alternate spin representation
3
Meanfield M
4
Selfconsistent condition
5
Near neighbor pair
6
Energy
7
Kikuchis Method
8
Ideal Entropy
9
Peculiar Notation
10
Inclusion Exclusion Principle
11
Hierarchy of Ordering
12
B32 Structure
13
Monte Carlo
14
Convergence
15
Questions
Description:
Explore the Cluster Variation Method (CVM) in this comprehensive lecture by Prof. Mike Widom. Delve into Kikuchi's method, which generalizes mean field theory for Ising models and alloys. Learn about CVM approximations to entropy and their applications in binary and high entropy alloys. Discover key concepts such as alternate spin representation, meanfield M, self-consistent condition, near neighbor pair energy, and Kikuchi's Method. Examine the ideal entropy, peculiar notation, and the inclusion-exclusion principle. Investigate the hierarchy of ordering, B32 structure, Monte Carlo methods, and convergence. Gain valuable insights into this advanced topic in materials science and statistical mechanics through this in-depth presentation.

Introduction to the Cluster Variation Method (CVM) for Alloys

MuST Program for Disordered Materials
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