Cluster Variation Method

被引：0

作者：

Tetsuo Mohri

机构：

[1] Institute for Materials Research,Center for Computational Materials Science

[2] Tohoku University,undefined

来源：

JOM | 2013年 / 65卷

关键词：

Pair Distribution Function; Pair Probability; Cluster Probability; Entropy Formula; Pair Approximation;

D O I：

暂无

中图分类号：

学科分类号：

摘要：

The cluster variation method (CVM) has been widely employed to calculate alloy free energies. The atomistic feature of the CVM is coherent with first-principles electronic structure calculations. In the current manuscript, a detailed derivation of a simple pair approximation is demonstrated, which facilitates the introduction of the concept of atomic correlations. The recent progress of the continuous displacement CVM is briefly introduced.

引用

页码：1510 / 1522

页数：12

共 50 条

[21] A CLUSTER VARIATION METHOD FOR LATTICE GAS MODELS
SURDA, A
KARASOVA, I
CZECHOSLOVAK JOURNAL OF PHYSICS, 1983, 33 (12) : 1289 - 1302
[22] MOMENTUM DISTRIBUTION CONDITION IN THE CLUSTER VARIATION METHOD
MIMURA, H
YAMADA, M
PROGRESS OF THEORETICAL PHYSICS, 1984, 71 (05): : 894 - 905
[23] GENERAL ALGORITHM FOR THE CLUSTER-VARIATION METHOD
DESJARDINS, JS
STEINSVOLL, O
PHYSICA SCRIPTA, 1983, 28 (05): : 565 - 568
[24] FORMAL-STRUCTURE OF THE CLUSTER VARIATION METHOD
MORITA, T
PROGRESS OF THEORETICAL PHYSICS SUPPLEMENT, 1994, (115): : 27 - 39
[25] THE CLUSTER VARIATION METHOD AND THE METHOD OF THE REDUCIBILITY OF DENSITY-MATRICES
KATSURA, S
KIKUCHI, R
PHYSICA A, 1984, 123 (2-3): : 595 - 604
[26] Proof of the convergence of natural iteration method for the cluster variation method
Ma, G
Xia, YM
ACTA METALLURGICA SINICA, 2001, 37 (08) : 795 - 800
[27] The cluster/site approximation for multicomponent solutions - A practical alternative to the cluster variation method
Oates, WA
Wenzl, H
SCRIPTA MATERIALIA, 1996, 35 (05) : 623 - 627
[28] FOUNDATIONS AND APPLICATIONS OF CLUSTER VARIATION METHOD AND PATH PROBABILITY METHOD - PREFACE
MORITA, TT
SUZUKI, M
WADA, K
KABURAGI, M
PROGRESS OF THEORETICAL PHYSICS SUPPLEMENT, 1994, (115): : R1 - R2
[29] TETRAHEDRON APPROXIMATION OF THE CLUSTER VARIATION METHOD FOR BCC ALLOYS
ACKERMANN, H
INDEN, G
KIKUCHI, R
ACTA METALLURGICA, 1989, 37 (01): : 1 - 7
[30] Cluster variation method applications to large Ising aggregates
AguileraGranja, F
MoranLopez, JL
THEORY AND APPLICATIONS OF THE CLUSTER VARIATION AND PATH PROBABILITY METHODS, 1996, : 219 - 235

← 1 2 3 4 5 →