This article offers a detailed analysis of the Ising model in 2D small-world networks with competing Glauber and Kawasaki dynamics. The non-equilibrium stationary state phase transitions are obtained in these networks. The phase transitions are discussed, and the phase diagrams are obtained via Monte Carlo simulations and finite-size analyzing. We find that as the addition of links increases the phase transition temperature increases and the transition competing probability of tricritical point decreases. For the competition of the two dynamics, ferromagnetic to anti-ferromagnetic phase transitions and the critical endpoints are found in the small-world networks.
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Open AccessA study on numerical integration methods for rendering atmospheric scattering phenomenon28. Mai 2019
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24. Dezember 2019
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Open AccessEffect of Adding Rare Earth Elements Er and Gd on the Corrosion Residual Strength of Magnesium Alloy29. August 2019
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Open AccessResearch and Analysis of the Effect of Heat Treatment on Damping Properties of Ductile Iron4. Oktober 2019
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Open AccessNumerical simulation of welding distortions in large structures with a simplified engineering approach31. Dezember 2019
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Open AccessThree-dimensional optimal design of a cooled turbine considering the coolant-requirement change30. Dezember 2019
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Open AccessComparison and analyses of two thermal performance evaluation models for a public building31. Dezember 2019
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Open AccessEffect of the two-phase hybrid mode of effervescent atomizer on the atomization characteristics31. Dezember 2019
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31. Dezember 2019