Titlebook: Computer Simulation Studies in Condensed-Matter Physics IX; Proceedings of the N David P. Landau,K. K. Mon,Heinz-Bernd Schüttler Conference

神刊

Large Finite-Size Effects of Discrete Systems in Microcanonical Ensemble Monte Carlo Simulationscanonical and the microcanonical ensemble. The specific heat shows a difference of 16% for a 30x30 Ising model and 10% for a 60x60 Ising model system in zero magnetic field in 2-dimensions near the maximum in the specific heats.

Inexorable

Surface Critical Exponents of Linear Polymers on a Square Lattice: The Universality Classes of the ,oints. Our critical exponents differ significantly from the exact values of Vanderzande, Stella, and Seno (VSS) [Phys. Rev. Lett. ., 2757 (1991)] for the . model. Thus their conjecture, that the . and . points belong to the same universality class, is not supported.

Stress

theta-waves

Sinus-Node

Large-Scale Simulations of Melting in Two-Dimensional Lennard-Jones Systems: Evidence for a Metastabions were done in the NPT ensemble as recently reformulated by Melchionna .., avoiding problems associated with mixed phases and artificial treatment of vacancies and interstitials. In the largest systems studied (36864 and 102400 atoms), a metastable hexatic phase was found between solid and liquid

無效

magnanimity

Merited

Path-Integral Monte Carlo Simulation for H2 and D2 Adsorbed on Graphiter investigating the influence of substrate fields and of quantum effects on phase transitions. At a coverage of a complete commensurable layer in the √3 x √3 R30° structure experiments showed an anomalous effect, the system with the lighter .. molecules has a higher order-disorder transition tempera

廚房里面

foliage

Three-State Potts Model on the Quasiperiodic Octagonal Tilingarlo simulations. Our investigation has been carried out using a finite-size scaling analysis of octagonal tilings with free boundary conditions. The estimated critical exponents α, γ and v strongly suggest that the three-state Potts model on the octagonal tiling belongs to the same universality cla