论文标题

基于惰性导体/溶液界面的范德华杂音的热电燃烧作用

Thermovoltaic Effects of van der Waals Heterojunctions based on Inert Conductor/Solution Interfaces

论文作者

Wang, Zhengliang, Wang, Gelin

论文摘要

发现,如果惰性导体P比惰性导体n具有更大的电子功能$ ϕ $和表面状态函数g,则惰性导体P和惰性导体n由一个分离器隔离,然后将其浸入溶液中(缩写:intert $ \中$ \中$ \中$ \中$ \ mid $ \ mid $ \ imid $ \\ iNdert ossorn componorn或s $ $ $ $ s $ s $ s $ s $ s $ \ s $ \ s $。除了p $ \中级$ s $ \中间等的电化学反应和热电效应等,可以衡量的是,开路后两个导体之间的电压继续增加到一定稳定的最大值。然后,闭路后的电流继续降低到一定稳定的最小值。对P $ \ MID $ S $ \ MID $ N的结构和特性的分析表明,惰性导体/解决方案接口依赖于物理吸附来构建Van der Waals杂音异性函数,并且两个范德华瓦尔斯的异质峰的不同电位形成了P $ \ MID $ s $ s $ \ mid $ n。惰性导体P和N具有不同的潜力。当电路打开时,由于电子工作功能$ ϕ $和表面状态函数g,p $ \ mid $ \ s $ \ s $ \ mid $ n产生较大的内置电场并获得更大的电压,因此该电场能量在电路打开时表示。当电路关闭时,p $ \中$ s $ \中$ n仅具有表面状态函数g的效果,该功能g会产生较小的内置电场,从而产生较小的电压和电流。这种热电转换现象称为热伏效应。

It is found that if the inert conductor P has a larger electron work function $ϕ$ and surface state function G than the inert conductor N, the inert conductor P and the inert conductor N are isolated by a separator and then immersed in the solution S (abbreviation: inert conductorP$\mid$solutionS$\mid$inert conductorN, or as P$\mid$S$\mid$N). Excluding the electrochemical reaction and thermoelectric effect of P$\mid$S$\mid$N, etc., it is measured that the voltage between the two conductors after the open circuit continues to increase to a certain stable maximum value. Then, the current after the closed-circuit continues to decrease to a certain stable minimum value. Analysis of the structure and properties of P$\mid$S$\mid$N shows that the inert conductor/solution interface relies on physical adsorption to construct van der Waals heterojunctions and that two van der Waals heterojunctions of different potentials form a P-N junction for P$\mid$S$\mid$N. The inert conductors P and N have different potentials. This electric field energy is expressed in the outer circuit when the circuit is open, due to the joint action of the electron work function $ϕ$ and the surface state function G, P$\mid$S$\mid$N generates a larger built-in electric field and obtains a larger voltage. When the circuit is closed, P$\mid$S$\mid$N only has the effect of the surface state function G, which produces a smaller built-in electric field, results in a smaller voltage and current. This Thermoelectric conversion phenomenon is called the thermovoltaic effect.

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