取样锁相DRO源的研究

文章介绍了取样锁相DRO源的工作原理、技术要点,分别对取样锁相环电路和DRO振荡器电路进行了设计分析,给出了设计实例及测试结果,该设计实例已得到实际应用。     

星间相位干涉仪测角系统设计及精度分析

针对微小卫星编队飞行、星间组网等多星协同任务中的相对测角问题,提出了一种高精度的星间无线电测角系统。该系统的优势是在伪码测距系统的基础上增加两条相同的接收通道,对载波相位值采用相位干涉法得到高精度的星间相对角度值,可以在不增加额外软硬件开销的情况下完成实时性较好的高精度星间相对状态自主测量。从该系统的设计出发,对相位干涉仪测角系统进行了详细的精度分析,推导了链路中各个噪声源的传递函数和理论噪声水平,并搭建实物平台对角度测量精度的理论值和实测值进行比较。结果表明系统对本振相位噪声有抑制作用,热噪声是角度测量的最大噪声源,系统实际测角精度在强信号下可达1.4×10^-3度。     

Improved local amplification factor transport equation for stationary crossflow instability in subsonic and transonic flows

Transition prediction is a hot research topic of fluid mechanics. For subsonic and transonic aerodynamic flows, e^N method based on Linear Stability Theory (LST) is usually adopted reliably to predict transition. In 2013, Coder and Maughmer established a transport equation for Tollmien-Schlichting (T-S) instability so that the e^N method can be applied to general Reynolds-Average-Navier-Stokes (RANS) solvers conveniently. However, this equation focuses on T-S instability, and is invalid for crossflow instability induced transition which plays a crucial role in flow instability of three-dimensional boundary layers. Subsequently, a transport equation for crossflow instability was developed in 2016, which is restricted to wing-like geometries. Then, in 2019, this model was extended to arbitrarily shaped geometries based on local variables. However, there are too many tedious functions and parameters in this version, and it can only be used for incompressible flows. Hence, in this paper, after a large amount of LST analyses and parameter optimization, an improved version for subsonic and transonic boundary layers is built. The present improved model is more robust and more concise, and it can be applied widely in aeronautical flows, which has great engineering application value and significance. An extensive validation study for this improved transition model will be performed.     

构建农村和谐社会的原则与模式

从深层次（体制结构）上分析新中国成立以来我国农村不和谐的根本原因，提出构建农村和谐社会的原则及改革的创新思路：建立树-果结构体制下的大众股份制。并论述随着这一改革的成功，我国农村将变成一个经济、社会的运行、控制稳定有序，农村社会生产力高度发展，教育、卫生等各项事业蒸蒸日上，民主与法制显著改善（质的变化）的和谐社会。同时指明了：随着这一制度的确立，明晰了产权，奠定了农村综合改革的（舍社会主义市场经济的微观）基础，消除了“城乡分割的二元结构”及小农经济与市场经济的对立。     

一个拼音汉字自动转换系统的设计与实现

给出了拼音汉字转换的定义，并建立了一个带调拼音词句到汉字语句的自动转换系统。它由五个部分组成，自动分词模块，词法分析模块，句法和语义分析模块，语义修饰模块和显示模块。其中句法分析是系统的核心，在比较各种方法的基础上选择了扩充转移网络模型，使ＡＴＮ的优点和音字转换的特点得到较好的结合，测试结果表明，系统的正确转换率达到９７％。     

红外多光谱扫描仪在发射段的结构可靠性

用Ｇ莱希纳和Ｂ贝尔契（德）提出的结构系统可靠性分析通用方法（以下简称ＧＢ法），详细分析了某多光谱扫描仪的结构特点、工作环境与受力情况，并根据航天器受载特点建立了遥感器部分在发射阶段的可靠度数学模型，以一次二阶矩法为主要算法对红外扫描仪主体在发射阶段的结构可靠性进行了分析和评估。     

导弹武器预研阶段可靠性预计方法

介绍了可靠性预计的概念、作用和方法,阐述了导弹预研阶段可靠性预计的重要性。讨论了预研阶段预计导弹可靠性的步骤和选取方法的原则。     

Large-eddy simulation:Past,present and the future

Large-eddy simulation(LES) was originally proposed for simulating atmospheric flows in the 1960 s and has become one of the most promising and successful methodology for simulating turbulent flows with the improvement of computing power. It is now feasible to simulate complex engineering flows using LES. However, apart from the computing power, significant challenges still remain for LES to reach a level of maturity that brings this approach to the mainstream of engineering and industrial computations. This paper will describe briefly LES formalism first, present a quick glance at its history, review its current state focusing mainly on its applications in transitional flows and gas turbine combustor flows, discuss some major modelling and numerical challenges/issues that we are facing now and in the near future, and finish with the concluding remarks.     

基于VLBI的上行组阵标校技术研究

天线组阵能否完全替代大口径天线有一个关键性难题,就是天线阵是否支持上行链路组阵。深空航天器无法将不同地面天线的上行信号对齐,所以上行链路信号的调整必须在地面完成。针对上行组阵发射机相位调整问题,提出一种基于VLBI(Very Long Baseline Interferometry,甚长基线干涉测量)技术的接收模式天线上行组阵标校方案,并对标校精度进行了简要分析。将上行链路时延分解为几何时延和发射系统时延,建立了几何时延模型,通过标定接收时延和发射时延,便可以得到天线阵元间的相位标校值。理论分析结果表明,该方案具有一定的可行性,对上行组阵相位标校的研究具有一定的借鉴意义。     

频率源振动对测速精度的影响

针对频率源振动会影响测速精度的问题,按照国军标车载设备的振动要求,对频率源振动带来的相位噪声进行仿真分析和实际测试。并以振动频率为5Hz为例,对10 MHz频率源进行测试计算得到相应短稳;然后计算频率源在静止和振动环境下的测速随机误差;最后通过比较得到频率源在振动时测速精度会恶化几个数量级的结果。建议在动中测速时,通过使用加速度灵敏度低的晶振,安装减震器,优化环路设计,采用数字补偿技术等措施以减少振动对测速精度的影响。