一维弦球链系统异质结中的共振频带结构

Boxi Li, Chunling Liu
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引用次数: 0

摘要

利用半导体物理学中的异质结构概念和薛定谔方程与一维弦球链系统振动方程的相似性,我们通过在晶格中组装具有两种质量的弦球链--匹配系统和非匹配系统,在弦球链系统中创建了一个异质结,并从第一原理计算、理论分析和实验角度对这两个系统进行了研究。在匹配系统中观察到频率依赖性的不连续性,而在非匹配系统中发现了相变。此外,还给出了基于波函数的适当理论分析来解释这些现象。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Resonance frequency band structure in heterojunction of one-dimension string-ball chain system
Using the concept of heterostructures in Semiconductor Physics and the similarity between Schrödinger Equation and the vibration equation of the one-dimension string-ball chain system, we create a heterojunction in our string-ball chain system by assembling a string-ball chain with two kinds of mass in lattice-matched and the unmatched system and study the two systems in first principle calculation, theoretical analysis, and experiment perspectives. A discontinuity in frequency dependence is observed in the matched system, while a phase transition is discovered in the unmatched system. A proper theoretical analysis based on the wave function is also given to explain those phenomena.
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