一维无序系统电子结构 - 中南大学学报（自然科学版、英文版） 关键字: 无序系统; 电子态密度; 局域化[gap=573]Key words: disordered system; density of state; localization
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quantum disordered system 量子无序系
low-dimensional disordered system 低维无序系统
One-dimensional disordered system 一维无序体系
disordered structural system 无序结构系统
As the application of the electronic hopping conductance theory in the disordered system, we study the conductance characteristic of nanometer system that hasn't periodic structure.
作为建立的无序体系电子跳跃电导理论的应用，研究了具有非周期性结构的纳米体系的hopping电导规律。
参考来源 - 无序体系电子跳跃导电机理研究·2,447,543篇论文数据，部分数据来源于NoteExpress
Anderson has shown that the one-dimensional disordered system has a pure point spectrum and all the electronic states are localized.
安德森的研究证明，一维无序系统的电子能谱是纯点谱，即所有的电子态都是局域态。
The electronic structure of quasi one dimensional disordered system is studied by the computation of the density of electronic states with the help of the negative eigenvalue theory.
利用负本征值理论的态密度计算方法，研究了准一维双链无序系统的电子结构。
It brings rigor to another question of statistical physics: How quickly does a highly organized system, such as compressed gas about to be released, reach its disordered equilibrium state?
他的工作也从数学上更严格地解决了另一个统计物理学问题，即高度组织的系统，比如压缩气体是如何快速发散并达到其平衡态？
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