论文标题
限制在六角硼三角形量子点中的威尼尔激子
Wannier Excitons Confined in Hexagonal Boron Nitride Triangular Quantum Dots
论文作者
论文摘要
随着对量子计算的不断增长的兴趣，了解单层量子点中激子的行为已成为一个非常相关的话题。在本文中，我们考虑了限制在硝化氢硼三角量子点中的降水式激子。我们首先概述了足够的基础函数，以描述三角形围栏中的粒子，并分析其退化和对称性。之后，我们讨论了量子点内的激子哈密顿量，并研究量子点尺寸对激子状态的影响。
With the ever-growing interest in quantum computing, understanding the behaviour of excitons in monolayer quantum dots has become a topic of great relevance. In this paper, we consider a Wannier exciton confined in a triangular quantum dot of hexagonal Boron Nitride. We begin by outlining the adequate basis functions to describe a particle in a triangular enclosure, analyzing their degeneracy and symmetries. Afterwards, we discuss the excitonic hamiltonian inside the quantum dot and study the influence of the quantum dot dimensions on the excitonic states.
