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Heat capacity of cylindrically confined helium: theoretical predictions versus experimental data

机译:圆柱形 约束 氦 的 热容量: 理论预测 与 实验数据

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Different systems which could exhibit size-dependent second-order phase transitions have been studied experimentally during the last quarter century. The validity of the proposed theoretical results is verified by comparing high-resolution experimental data with an analytical evaluation of the heat capacity of confined ~4He. It is shown that the theoretical approach to the problem of the finite-size effect gives results that reasonably match the experimental data over a wide range of system sizes, from tens of nanometers up to a few micrometers for the cylindrical type of confinement geometry. The dependences of the shift of transition temperature on the cylinder size and boundary conditions are analyzed. The agreement of the results with finite-size scaling theory is confirmed.
机译:在过去四分之一世纪,已经通过实验研究了依赖于依赖性二阶阶段过渡的不同系统。 通过比较高分辨率实验数据的分析评估,验证了所提出的理论结果的有效性。 结果表明,有限尺寸效应问题的理论方法使结果与各种系统尺寸合理地匹配实验数据,从十几纳米到圆柱形围绕几何形状的几微米。 分析了过渡温度偏移对汽缸尺寸和边界条件的依赖性的依赖性。 确认了具有有限尺寸缩放理论的结果的协议。

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