相关期刊:《International Journal of Modeling, Simulation, and Scientific Computing》《Journal of Computational Mathematics》《Chinese Physics C》《International Journal of Oral Science》更多>>
This note introduces the double flip move to accelerate the Swendsen-Wang algorithm for Ising models with mixed boundary conditions below the critical temperature.The double flip move consists of a geometric flip of t...
The work was supported by the National Natural Science Foundation of China(Grant Nos.11674007,91736208,and 11920101004)。
We developed a systematic non-perturbative method base on Dyson–Schwinger theory and theΦ-derivable theory for Ising model at broken phase.Based on these methods,we obtain critical temperature and spin spin correlat...
supported by the National Natural Science Foundation of China(Grants No.11975025 and 11875069);funded by the Key Laboratory of Modeling,Simulation and Control of Complex Ecosystem in Dabie Mountains of Anhui Higher Education Institutes;the International Joint Research Center of Simulation and Control for Population Ecology of Yangtze River in Anhui。
Nucleation underlies the dynamics of most first-order phase transitions in natural and man-made systems.However,most of the systems of interest are out of equilibrium.Little is known on the effect of nonequilibrium fa...
Further to the investigation of the critical properties of the Potts model with q = 3 and 8 states in one dimension (1D) on directed small-world networks reported by Aquino and Lima, which presents, in fact, ...
Supported by URAC:08,and the Project of A.E.C.I.under Grant No A/030519/10.
Within the framework of the effective-field theory with a probability distribution technique,which accounts for the self-spin correlation functions,the ferromagnetic spin-1 Ising model with a transverse crystal field ...
the Brazilian agency FAPEPI(Teresina,Piaui,Brazil)and the Polish Ministry of Science and Higher Education for their financial support。
We investigate the critical properties of the Ising S=1/2 and S=1 model on(3,4,6,4)and(34,6)Archimedean lattices.The system is studied through the extensive Monte Carlo simulations.We calculate the critical temperatur...
This work was supported by the Scientific and Technological Research Council of Turkey(T¨UB˙ITAK)Grant no:109T018.
The spin-3/2 Ising model on the simple cubic lattice with nearest-neighbour ferromagnetic bilinear interaction(J>0)is simulated on a cellular automaton by using the cooling algorithm improved from the Creutz cellular ...
Supported in part by the National Basic Research Project"Nonlinear Science";the Research Foundation of Beijing Normal University for Youth.
We study how thermodynamic properties of the four-spin interaction Ising model on a family of Sierpinski carpets fractals cross over to that of the Ising model on square lattice with four-spin interaction in half of t...
Supported by Doctoral Foundation of Chinese Education Commission;the National Natural Science Foundation of China.
The critical temperatures of the Ising model in square and simple cubic lattices are derived with the variational-cumulant expansion approach to the seventh order.An extrapolating method is proposed to predict the cri...
Doctoral Foundation of Chinese Education Commission,and the National Natural Science Foundation of China.
The variational-cumulant expansion method is applied to the 2-and 3-dimensional Ising model on the simple quadratic and cubic lattice.The model is evaluated to the seventh order.The critical temperature is given,and c...