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Layer-Dependent Energy of Two Parallel Charged Nano-Layers

机译:两个平行带电纳米层的层相关能量

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We consider a bilayer nanosystem consisting of two parallel charged nano-layers. Such a system represents the typical building block of a multi-layered nanostructure formed by alternatively depositing thin metal-insulator-metal layers. We calculate exactly in closed form the electrostatic interaction energy between two parallel charged nano-layers where each of them is modeled as a finite two-dimensional square-shaped system with constant surface charge density. We apply suitable mathematical transformations that allow us to derive an exact expression for the interaction energy between nano-layers as a function of both size and inter-layer separation distance. We also derive an approximate expression for the interaction energy linearized with respect to the inter-layer separation that works well for small inter-layer separation. We show that the interaction energy of this configuration of nano-layers depends on the ratio of the inter-layer separation distance relative to the characteristic length of the structure.
机译:我们考虑由两个平行的带电纳米层组成的双层纳米系统。这样的系统代表了多层纳米结构的典型组成部分,该多层纳米结构是通过交替沉积金属-绝缘体-金属薄层而形成的。我们精确地以封闭形式计算两个平行带电纳米层之间的静电相互作用能,其中每个平行层均建模为具有恒定表面电荷密度的有限二维正方形系统。我们应用适当的数学变换,使我们能够得出纳米层之间相互作用能的精确表达式,该表达式是尺寸和层间分隔距离的函数。我们还针对层间分隔线性化的相互作用能推导了近似表达式,该表达式对于较小的层间分隔效果很好。我们表明,这种纳米层结构的相互作用能取决于层间分离距离相对于结构特征长度的比率。

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