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9783540665656

Computer Simulation Studies in Condensed-Matter Physics XII: Proceedings of the Twelfth Workshop, Athens, Ga, Usa, March 8-12, 1999

by ; ;
  • ISBN13:

    9783540665656

  • ISBN10:

    354066565X

  • Format: Hardcover
  • Copyright: 1999-12-01
  • Publisher: Springer Verlag
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Supplemental Materials

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Summary

Provides a status report based on the presentation and discussion that took place during the 12th Annual workshop on Computer Simulation Studies in Condensed-matter Physics at the Center for Simulation Physics at the University of Georgia, March 8-12, 1999.

Table of Contents

Computer Simulation Studies in Condensed Matter Physics: An Introduction
1(6)
D. P. Landau
S. P. Lewis
H.-B. Schuttler
Part I Electronic Structure and Quantum Monte Carlo
Beyond Wavelets: Exactness Theorems for Physical Calculations
7(15)
T.A. Arias
T.D. Engeness
Introduction
7(1)
Electronic Structure of Matter
8(2)
Compact Representation of Fields
10(2)
Expression of Physical Couplings
12(6)
Efficient Solutions
18(4)
References
21(1)
Screening of a Point Charge: A Fixed-Node Diffusion Monte Carlo Study
22(15)
Erik Koch
Olle Gunnarsson
Richard M. Martin
Introduction
22(1)
Model Hamiltonian
23(2)
Screening of a Point Charge
25(3)
Quantum Monte Carlo
28(9)
References
34(3)
Quantum Simulations of Strongly Correlated Electron Systems
37(16)
S. Zhang
E. C. Allman
Introduction
37(2)
New Quantum Monte Carlo Methods
39(4)
Is the Hubbard Model the Right One for High-Tc?
43(8)
Concluding Remarks
51(2)
References
51(2)
Competing Effects in Perovskite Manganites: Ferromagnetism vs. Phase Separation
53(18)
S. Yunoki
A. Moreo
E. Dagotto
Introduction
53(1)
One-Orbital Ferromagnetic Kondo Model
54(6)
Two-Orbital FM Kondo Model with Jahn-Teller Phones
60(5)
Conclusions
65(6)
Acknowledgments
66(1)
References
66(5)
Part II Phase Transitions and Critical Phenomena
Critical Finite-Size Scaling with Constraints: Fisher Renormalization Revisited
71(15)
M. Krech
Introduction
71(2)
Model and Simulation Method
73(3)
Ising Universality Class
76(4)
XY Universality Class
80(4)
Summary and Conclusions
84(2)
References
85(1)
Monte Carlo Simulation of Spin Models with Long-Range Interactions
86(14)
E. Luijten
Introduction
86(1)
Description of the Algorithm
87(4)
Applications
91(7)
Outlook and Conclusion
98(2)
References
99(1)
Phase Diagram of the Spin-3/2 Blume-Capel Model
100(5)
J. A. Plascak
D. P. Landau
Introduction
100(1)
Monte Carlo Simulations
101(3)
Summary
104(1)
References
104(1)
Dynamic Phase Transition and Hysteresis in Kinetic Ising Models
105(15)
P. A. Rikvold
G. Korniss
C. J. White
M. A. Novotny
S. W. Sides
Introduction
105(2)
Model and Relevant Quantities
107(3)
Decay of Metastable Phases
110(1)
Results
111(6)
Summary and Discussion
117(3)
References
118(2)
Application of the 8-State Clock Model to FM/AFM/FM Trilayers
120(4)
P. D. Scholten
V. Ranjbar
References
123(1)
Monte Carlo Study of Critical Point Shifts in Thin Films
124(5)
O. Dillmann
M. Muller
W. Janke
K. Binder
Introduction
124(1)
Model
124(1)
Phase Coexistence Curve and Scaling Predictions
125(1)
Monte Carlo Procedures and Results
126(2)
Summary and Outlook
128(1)
References
128(1)
Incipient Spanning Clusters in Square and Cubic Percolation
129(20)
L. N. Shchur
Introduction
129(1)
Percolation
130(2)
Incipient Spanning Probability
132(1)
Coexistence of Incipient Spanning Clusters in 2D
133(3)
Computational Method
136(1)
Finite Size Corrections of Spanning Probabilities. Free Boundaries
137(5)
Periodic Boundary Conditions
142(1)
Incipient Spanning Clusters in Simple Cubic Lattice
143(1)
Discussion
144(1)
Acknowledgments
145(4)
Part III Spin Glasses
Bivariate Multicanonical Monte Carlo of the 3D ± J Spin Glass
149(13)
N. Hatano
J. E. Gubernatis
Introduction
149(1)
Spin Glass
150(4)
Multicanonical Monte Carlo Method
154(3)
Numerical Results
157(1)
Discussions
158(4)
References
160(2)
Monte Carlo Simulation of the Three-Dimensional Ising Spin Glass
162(7)
M. Palassini
S. Caracciolo
Introduction
162(1)
Model and Simulation
162(1)
Finite Size Scaling Analysis
163(2)
Nature of the Phase Transition
165(4)
References
166(3)
Part IV Computer Simulation Methods
Molecular Dynamics Simulations with IMD
169(5)
J. Roth
J. Stadler
M. Brunelli
F. Gahler
J. Hahn
M. Hohl
C. Horn
R. Mikulla
G. Schaaf
H.-R. Trebin
Introduction
169(1)
Online Visualization and the Generation of Pictures
170(1)
Metacomputing
171(1)
Shock Waves in Quasicrystals and Crystals
172(2)
Further Applications of the Broad Histogram Method for Continuous Systems
174(5)
J. D. Munoz
H. J. Herrmann
Introduction
174(1)
The BHMC Method
174(2)
Example: The Classical Heisenberg Model
176(1)
Results
177(1)
How to Include an External Field
177(1)
Conclusions
178(1)
Acknowledgments
178(1)
References
178(1)
Introduction to the Propp-Wilson Method of Exact Sampling for the Ising Model
179(6)
M. A. Novotny
References
184(1)
Magnetic Properties of Finite Systems: Microcanonical Finite-Size Scaling
185(6)
M. Promberger
M. Kastner
A. Huller
Introduction: Microcanonical Description of Finite Systems
185(2)
Microcanonical Finite-Size Scaling (MFSS)
187(2)
Conclusion
189(2)
References
190(1)
Molecular Dynamic Simulation of Directional Crystal Growth
191(8)
B. V. Costa
P.Z. Coura
O.N. Mesquita
Introduction
191(1)
Simulation
191(3)
Cellular Instability
194(5)
References
196(3)
Part V Polymers and Surfactants
Escape Transition of a Grafted Polymer Chain
199(12)
A. Milchev
V. Yamakov
K. Binder
Introduction
199(1)
Theoretical Background
200(4)
The Model
204(2)
Simulational Results
206(3)
Summary
209(2)
References
210(1)
Monte Carlo Simulations of Model Nonionic Surfactants
211(12)
A.P. Chatterjee
A.Z. Panagiotopoulos
Introduction
211(1)
Models and Methods
212(3)
Results
215(6)
Discussion
221(2)
References
221(2)
A New Model to Simulate the Growth of Branched Polymers
223(5)
H. Rego
L. Lucena
G. M. Viswanathan
The Branched Polymer Growth Model
223(1)
Self-Organized Criticality in the Growth of Branched Polymers
224(1)
The Fixed Number of Tips Model (FNTM)
225(1)
Results
225(1)
Conclusion
226(2)
References
227(1)
Molecular Dynamics Simulations of the Adsorption of Single Chains on Surfaces
228
A. Michel
S. Kreitmeier
B. Wunderlich
Introduction
228
Simulation Method and Model
228
Preliminary Results and Discussion
231
Acknowledgement
231
References
231

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