Teleportation of an n-bit one-photon and vacuum entangled GHZ cavity-field state

A scheme for teleporting an arbitrary n-bit one-photon and vacuum entangled Greenberger-Horne-Zeilinger （GHZ） state is proposed. In this scheme, the maximum entanglement GHZ state is used as a quantum channel. We find a method of distinguishing four Bell states just by detecting the atomic states three times, which is irrelevant to the qubit number of the state to be teleported.     

Realization of fractional-order Liu chaotic system by circuit

In this paper, chaotic behaviours in the fractional-order Liu system are studied. Based on the approximation theory of fractional-order operator, circuits are designed to simulate the fractional- order Liu system with $q=0.1-0.9$ in a step of 0.1, and an experiment has demonstrated the 2.7-order Liu system. The simulation results prove that the chaos exists indeed in the fractional-order Liu system with an order as low as 0.3. The experimental results prove that the fractional-order chaotic system can be realized by using hardware devices, which lays the foundation for its practical applications.     

Lie symmetrical perturbation and adiabatic invariants of generalized Hojman type for Lagrange systems

Based on the invariance of differential equations under infinitesimal transformations of group, Lie symmetries, exact invariants, perturbation to the symmetries and adiabatic invariants in form of non-Noether for a Lagrange system are presented. Firstly, the exact invariants of generalized Hojman type led directly by Lie symmetries for a Lagrange system without perturbations are given. Then, on the basis of the concepts of Lie symmetries and higher order adiabatic invariants of a mechanical system, the perturbation of Lie symmetries for the system with the action of small disturbance is investigated, the adiabatic invariants of generalized Hojman type for the system are directly obtained, the conditions for existence of the adiabatic invariants and their forms are proved. Finally an example is presented to illustrate these results.     

Adaptive projective synchronization of unified chaotic systems and its application to secure communication

In this paper, a simple adaptive linear feedback control method is proposed for controlling the scaling factor between two coupled unified chaotic systems to a desired value, based on the invarianee principle of differential equations. Under this control strategy, one can arbitrarily select the scaling factor. Numerical simulations are given to support the effectiveness of the proposed method and show the robustness against noise. Furthermore, a secure communication scheme based on the adaptive projective synchronization of unified chaotic systems is presented and numerical simulation shows its feasibility.[第一段]     

激光对电视成像跟踪系统的软杀伤效应研究

分析了电视成像跟踪系统的组成原理,在开展脉冲激光干扰CCD的实验基础上,进行了激光对电视成像跟踪系统的软杀伤实验与理论分析。实验指出,激光对电视成像跟踪系统的软杀伤主要是对CCD光电探测系统的软杀伤,软杀伤效果如何与激光成像是否位于跟踪系统的波门之内有很大关系。     

大视场航天遥感器的光学系统设计

设计了一个主镜为凸面的三镜无遮掩全反射光学系统。采用共轴系统设计、离轴视场使用的成像方式,避开了中心遮光,实现了大视场。其视场角为30°×2°,焦距为600mm,相对孔径为1/5 6。各个面都是二次曲面,成像质量接近衍射限。结果表明,用这种方法设计的系统在航天遥感领域具有很好的应用前景。     

二元光学透镜在资源卫星中的应用

使用一种基于二元光学透镜的分光成像及消色差原理的新方法来设计资源卫星的中继光学系统。通过分析二元光学透镜的分光成像原理、消色差原理、衍射效率与阶数和工作波长及设计波长的比之间的关系,又考虑到单独设计制造二元光学透镜的难度,采用折衍混合成像光学系统来拟定资源卫星中继光学系统的设计方案,给出用ZEMAX软件设计的具体结果。设计实例及分析结果表明,包含二元光学透镜的折衍混合成像系统可以很好的实现光谱波段分离,用于资源卫星的光学系统具有一定的适用性。     

弹性分组环网的分组延时性能研究

本文采用了M/G/1/K排队模型对Darwin标准草案中建议的弹性分组环网的分组传输延时进行了性能分析,结果表明不同优先级的业务等待延时不同,高优先级分组在网络中传输延时最低,中优先级分组的延时仅略低于低优先级分组,当网络规模增加时,这种差距逐渐减小甚至可以忽略;并且从理论上推导出网络最大吞吐量,这对于制定相关标准、设计和规划实用网络具有重要指导作用.     

各高速摄影仪跟踪测量数据时间一致性检验方法及准确分析

提出了各高速摄影测量仪跟踪测量数据时间一致性检验方法,并经实战任务数据处理分析,证明该方法行之有效.它不仅解决了跟踪设备时间一致性问题,同时也提高了卫星运载工具在起飞段的漂移量数据处理准确.     

水平场景无畸变折反射全景成像系统透镜畸变的消除

采用短焦距透镜设计水平场景无畸变折反射全景成像系统,会使系统更加小型化,然而短焦距透镜的畸变会对系统成像产生影响。为此建立了具有径向畸变的相机模型;根据这一相机模型,研究了采用短焦距摄像头的水平场景无畸变折反射全景成像系统中,透镜畸变对系统成像的影响,结果表明短焦距透镜的畸变会对系统成像产生严重影响;为了消除透镜畸变的影响,对反射镜的设计进行了改进,在反射镜面形微分方程中包含了透镜畸变消除的参量;按新的方法,设计了一套由短焦距摄像头组成的水平场景无畸变折反射全景成像系统。