论文标题
相对论非交通空间中具有广义不确定性原理校正的量子周期
Quantum Cycle in Relativistic Non-Commutative Space with Generalized Uncertainty Principle correction
论文作者
论文摘要
使用各种量子系统作为其工作培养基分析量子热周期和量子冰箱。例如，为了评估卡诺循环在量子状态下的效率和工作，人们可以将谐波振荡器视为正常工作的介质。对于所有这些定义明确的工作物质（在交换空间结构中进行了分析），发动机的效率不能达到Carnot效率的标记。因此，一个不可避免的问题出现了，当更改空间结构时，是否可以观察到对发动机和冰箱效率产生催化作用？在本文中，已经考虑使用相对论和普遍的不确定性原理校正在非交通时空的两种不同的工作物质，以分析热发动机周期的效率。用谐波振荡器作为工作物质，量子热发动机的效率可增强非交换参数值的较高值。在第二个工作介质（一维无限势井）的情况下，效率显示出非交通空间结构的恒定结果。
Quantum heat cycles and quantum refrigerators are analyzed using various quantum systems as their working mediums. For example, to evaluate the efficiency and the work done of the Carnot cycle in the quantum regime, one can consider the harmonic oscillator as it's working medium. For all these well-defined working substances (which are analyzed in commutative space structure), the efficiency of the engine is not up to the mark of the Carnot efficiency. So, one inevitable question arise, can one observe a catalytic effect on the efficiency of the engines and refrigerators when the space structure is changed? In this paper, two different working substance in non-commutative spacetime with relativistic and generalized uncertainty principle corrections has been considered for the analysis of the efficiency of the heat engine cycles. The efficiency of the quantum heat engine gets a boost for higher values of the non-commutative parameter with a harmonic oscillator as the working substance. In the case of the second working medium (one-dimensional infinite potential well), the efficiency shows a constant result in the non-commutative space structure.
