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作 者:徐帅 杨贇贇 刘行 何济洲[1] Xu Shuai;Yang Yun-Yun;Liu Xing;He Ji-Zhou(Department of Physics,Nanchang University,Nanchang 330031,China)
机构地区:[1]南昌大学物理系,南昌330031
出 处:《物理学报》2022年第2期17-24,共8页Acta Physica Sinica
基 金:国家自然科学基金(批准号:11875034)资助的课题。
摘 要:基于一维弹道导体,建立了三端纳米线制冷机模型.该模型是由一个中间空腔和左右电子库组成,中间空腔和两电子库通过一维纳米线导体进行连接.利用朗道方程和基本热力学公式推导出两电子库之间电荷流和能量流的表达式,进而得出该制冷机模型的工作区间,然后分析其性能特征并讨论制冷机性能优化.研究表明:不同的参数下该制冷机会有不同的制冷区间,但每个制冷区间都存在一个温差上限,超过该温差,此装置将不能进行制冷.制冷率随制冷系数变化的特征曲线为回原点扭叶型曲线,这为衡量该制冷机性能提供了重要指标.尽可能减小纳米线的能级宽度会提高该制冷机的工作性能.In this paper,the model of a three-terminal nanowire refrigerator is established based on one-dimensional(1D) ballistic conductor.It is composed of an intermediate cavity and left/right electron reservoir in which the intermediate cavity and left/right electron reservoir are connected by 1D nanowire conductor.The expression for the charge current and that for the energy current flowing from two electron reservoirs are derived by using Landauer formula and basic thermodynamic laws.Then,the working region of the refrigerator is obtained,its performance characteristics are analyzed,and its performance optimization is discussed.It is shown that the refrigerator under different parameters operates in different working regions.For each refrigeration region,there is an upper limit of temperature difference,and the refrigerator will be unable to refrigerate beyond the upper limit.The characteristic curve of the cooling rate changing with performance coefficient is a loop-shaped one,which provides an important index for us to evaluate the performance of the refrigerator.The energy level width of the nanowire can be reduced as much as possible,which will improve the performance of the refrigerator.
分 类 号:TB651[一般工业技术—制冷工程]
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