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A New Definition of Capacitance of Few Electron Systems

机译:少量电子系统电容的新定义

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Due to the discreteness of electronic charges in a nanoscale system, capacitance is defined in terms of the total interaction energy of N-electrons confined in a dielectric sphere. Specifically, the distribution of N-electrons is obtained from minimization of the total interaction energy including Coulomb, polarization and the self-polarization terms. And recently, by including the formation energy, the work done on the system, the capacitance agrees with the case when N=1 and N=∞ 1.While Schrodinger equation is crucial in dealing with kinetic energy, it is the Poisson equation that allows properly accounting for spatial symmetry properties resulting from the discrete nature of electrons.
机译:由于纳米系统中电荷的不连续性,电容是根据限制在介电球体中的N电子的总相互作用能来定义的。具体地,从包括库仑,极化和自极化项的总相互作用能的最小化获得N电子的分布。最近,通过包括地层能量,在系统上所做的功,电容与N = 1和N =∞时的情况相符。尽管Schrodinger方程对于处理动能至关重要,但Poisson方程使适当地考虑了由于电子的离散性而产生的空间对称性。

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