Phase Transition Determinated by Weighted Monte Carlo Simulations

Qing Xin Yuan; Zhan Wei Wang; Yin Xiao Du; Fan Guang Zeng

doi:10.4028/www.scientific.net/AMM.268-270.1158

Paper Titles

Molecular Dynamics Simulation of Nanoscale Sliding Friction Process between Sphere and Plane
p.1134

Direct Numerical Simulation on Transition of an Incompressible Boundary Layer on a Flat Plate
p.1143

Stress Concentration Calculation of Silo Wall Opening Subjected to In-Plane Tension or Pressure
p.1148

Experimental Investigation of the Edge Stress of Sphere-Cylinder Combined Shell
p.1153

Phase Transition Determinated by Weighted Monte Carlo Simulations
p.1158

A Simple Co-Rotational Finite Planar Beam Element of Geometrical and Material Nonlinearity
p.1163

Error Analysis in Calculating the Internal Force of Plane Statically Determinate Truss by the Original Size Principle
p.1168

Numerical Studies of Aerodynamic Performance of Gapped Flat Plates at High Angle of Attack
p.1172

Vibration Analysis of an Axially Moving Viscoelastic Beam
p.1177

HomeApplied Mechanics and MaterialsApplied Mechanics and Materials Vols. 268-270Phase Transition Determinated by Weighted Monte...

Phase Transition Determinated by Weighted Monte Carlo Simulations

Abstract:

We study the weighted Monte Carlo method, which was proposed by Milchev, Heermann and Binder. First, we describe our method and the Monte Carlo procedure. Second, we apply the procedure to study the phase transitions of and Sine-Gordon models, respectively. The critical values of the parameters allow us to determine the phase diagram of the models.