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Properties of Liquid Nickel along Melting Lines under High Pressure

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【作者】 曹启龙汪盼盼黄多辉杨俊升万明杰王藩侯

【Author】 CAO Qi-Long;WANG Pan-Pan;HUANG Duo-Hui;YANG Jun-Sheng;WAN Ming-Jie;WANG Fan-Hou;Key Laboratory of Computational Physics,Yibin University;Management Centre for Experimental and Teaching Resource,Yibin University;

【机构】 Key Laboratory of Computational Physics,Yibin UniversityManagement Centre for Experimental and Teaching Resource,Yibin University

【摘要】 We report a molecular dynamics study of structural and transport properties of liquid nickel under high pressures.Pressure dependencies of pair distribution function and pair correlation entropy along the melting line indicate that the configuration change along melting lines decreases with increasing pressure.The calculated diffusion coefficients and viscosity by using entropy-scaling laws with modified parameters and ideal parameters are compared with those extracted from mean-square displacement or the Stokes-Einstein relation.The results suggest that the entropy-scaling laws hold well for liquid nickel under high-pressure conditions,and the diffusion coefficients and viscosity increase moderately with pressure along melting lines.

【Abstract】 We report a molecular dynamics study of structural and transport properties of liquid nickel under high pressures.Pressure dependencies of pair distribution function and pair correlation entropy along the melting line indicate that the configuration change along melting lines decreases with increasing pressure.The calculated diffusion coefficients and viscosity by using entropy-scaling laws with modified parameters and ideal parameters are compared with those extracted from mean-square displacement or the Stokes-Einstein relation.The results suggest that the entropy-scaling laws hold well for liquid nickel under high-pressure conditions,and the diffusion coefficients and viscosity increase moderately with pressure along melting lines.

【基金】 Supported by the Science and Research Foundation of Sichuan Educational Committee under Grant Nos 13ZB0211 and 13ZA0198;the Open Research Fund of Computational Physics Key Laboratory of Sichuan Province under Grant No JSWL2014KF06
  • 【文献出处】 Chinese Physics Letters ,中国物理快报(英文版) , 编辑部邮箱 ,2015年08期
  • 【分类号】O521
  • 【下载频次】13
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