论文标题
在非X量量子统计中，固体和金属电子的热力学特性，具有非xtasgention参数转换
Thermodynamic properties of the solid and metal electrons in the nonextensive quantum statistics with a nonextensive parameter transformation
论文作者
论文摘要
我们研究了非X量量子统计数据中固体和金属电子的热力学特性，并具有非Xtentive参数转换。首先，我们研究了没有参数转换的非Xtentive大规范分布函数和非Xtentimentive量子统计。然后，我们在非量子量子统计中得出了广义的玻色子分布和费米分布。此外，我们研究了非X量量子系统中固体和金属电子的热力学特性，包括广义的Debye模型，广义的内能，广义能力和化学潜力。我们得出了这些热力学量的新表达式，并且我们表明它们都显着取决于非xtentgenditive参数，并且在极限上它们恢复到经典量子统计中的形式。这些新表达式可用于研究一些无Xt量量子系统中的新特性，在某些长期相互作用和/或远程相关性起着作用。
We study the thermodynamic properties of solid and metal electrons in the nonextensive quantum statistics with a nonextensive parameter transformation. First we study the nonextensive grand canonical distribution function and the nonextensive quantum statistics with a parameter transformation. Then we derive the generalized Boson distribution and Fermi distribution in the nonextensive quantum statistics. Further we study the thermodynamic properties of solid and metal electrons in the nonextensive quantum system, including the generalized Debye models, the generalized internal energies, the generalized capacities and chemical potential. We derive new expressions of these thermodynamic quantities, and we show that they all depend significantly on the nonextensive parameter and in the limit they recover to the forms in the classical quantum statistics. These new expressions may be applied to study the new characteristics in some nonextensive quantum systems where the long-range interactions and/or long-range correlations play a role.
