【摘 要】
：
We present a technical report indicating that the two methods used for calculating characteristic functions for the work distribution in weakly driven quant
论文部分内容阅读
We present a technical report indicating that the two methods used for calculating characteristic functions for the work distribution in weakly driven quantum master equations are equivalent.One involves applying the notion of quantum jump trajectory[Phys.Rev.E 89,042122(2014)],while the other is based on two energy measurements on the combined system and reservoir[Silaev,et al.,Phys.Rev.E 90,022103(2014)].
其他文献
We explore the global stability of dynamical systems using the well known reversible Schnakenberg model as an example.We uncovered the non-equilibrium phase
For a group of substances with different chemistry but share similar anomalous properties(e.g.,density anomaly,diffusivity anomaly),the existence of a liqui
We systematically investigate the effect of anharmonicity on phonons in one dimensional chains via molecular dynamic simulations.We develop a simple and int
经典不可积系统的量子力学及统计力学普适性质是量子混沌学科的中心问题。经过近四十年快速发展，量子混沌研究已取得长足进步，极大地加深和拓展了人们对量子力学和统计力学
Understanding the dynamics of the granular material under cyclic shear is very important in engineering applications,such as the stability of railroad bed.
The plasticity and shear banding in amorphous materials are ubiquitous in nature and are critically important in terms of understanding the failure modes
自组织临界态存在于多种自然现象中。近些年来实验的研究表明自组织临界态也存在于神经网络中。临界态被认为是神经活动的一种重要属性。因为临界态具有一些功能上的优势
通过修正Boltzmann方程中的外力项引入更加实际的非理想气体状态方程,构造了一个适用于大密度比热两相流系统的离散Boltzmann模型(Discrete Boltzmann Method,DBM)。基于
For heat conduction in 1D nonlinear Hamiltonian lattices,it has been known that the conserved quantities play an important role in determining the actual he
我们首次在光激发强关联系统中发现了绝热到非绝热的动力学量子相变并研究了这一超快的相变过程。随着光激发态和基态耦合强度的增强，高能态到基态的Laudau-Zener或Franck