electron-phonon interaction meaning in Chinese
电子
Examples
- In chapter two we analytically study the nonlinear lattice effects for the ground state of electron - phonon interaction one - dimensional molecular crystal system
第二章用解析方法研究一维分子晶体电子-声子耦合系统基态中晶格非线性效应。 - In chapter one we briefly recall the history of the development of the study of nonlinear effects of electron - phonon interaction system , and review their scientific significance in other related areas
第一章简要介绍电子-声子耦合系统及其模型的发展历史和研究现状，以及它在其它相关交叉领域的科学意义。 - In this thesis , we study the nonlinear effects in electron - phonon interaction of one or quasi - one dimensional system with the nonlinearity of phonon ( lattice ) . using the variational method and coherent method we study the ground state properties of one - dimensional molecular crystal and the soliton characteristics in protein molecular chain , respectively
本文以较简单的一维(或准一维)电子-声子耦合系统为对象，在计入声子(晶格)非线性的条件下，分别采用变分法和量子相干态方法研究了一维分子晶体基态的性质和蛋白质分子链中孤立子特性。 - Based on the given linear holstein model , and using the variational method we obtained the ground state properties of the electron - phonon interaction system with cubic and quartic lattice ( phonon ) terms . we obtained the relations between the ground state energy and the phonon squeezing effect and polaron squeezing effect as well as the variation of the polaron bandwidth
在线性holstein模型的基础上，采用变分法得出了含晶格(声子)三次方和四次方势下系统基态特性，得到了基态能量与声子压缩效应和极化子压缩效应的关系，并求得了极化子能带宽度的变化规律。 - The physical property of electron - phonon interaction systems is one of the fundamental problems in condensed matter theory . its development and perfection will profit the solving of some important problems in the areas of condensed matter physics , materials physics , protein molecular dynamics as well as other related subjects . so the study of the nonlinear lattice effects in electron - phonon interaction systems has been received extensive attention of many researches in the past years
电子-声子耦合系统的物理特性是凝聚态理论中的一个基本问题，它的发展和完善可能为凝聚态物理与材料物理领域及蛋白质分子生物学等交叉学科领域中一些重要问题的解决带来一定的启示甚至突破性的进展，因而近几年来电子-声子耦合系统中晶格非线性效应的研究受到人们的广泛关注。