统一测控系统接收机错锁智能识别与自主处理

统一测控系统接收机采取了一定的方法防止伪码捕获跟踪环和载波锁相环错锁,但是在航天器测控过程中,错锁仍然发生。通过分析伪码捕获跟踪环和载波锁相环错锁的原因,提出对错锁的智能识别方法和自主处理措施,以增强系统工作的可靠性,提高扩频统一测控系统的测控成功率。     

载波捕获防错锁技术新探

应我国微波统一测控系统设备中存在的载波捕获错锁问题展开讨论，并对目前防错锁方法的优劣进行了分析，在分析和研究前人工作的基础上，提出了载波能量中心防错锁算法。     

一种低信噪比大多普勒频移下的直扩信号捕获方法

提出了伪码相位一载波频率二维搜索伪码捕获结构在低信噪比大多普勒频移情况下捕获性能恶化的问题，给出了一种中频端简单数字处理算法的解决方案，并分析了该算法的性能。仿真表明，改进的伪码相位一载波频率二维搜索伪码捕获结构在低信噪比大多普勒频移情况下解决了捕获性能恶化的问题。     

GPS接收机数字码跟踪环性能研究

建立了伪码捕获和跟踪过程的数学模型;推导出了伪码捕获的检测概率和虚警概率,提出了改进的双Dwell搜索方法;对一阶、二阶、三阶DDLL的动态跟踪性能及输入随机噪声影响进行了定量分析。研究结果表明,双Dwell搜索方法能显著缩短平均捕获时间,应根据不同的系统动态特点,选择不同的环路参数,以优化码跟踪环的特性。     

一种解决时频不确定问题的长码捕获算法

针对长周期伪码信号捕获中时频域的不确定问题,在理论模型分析的基础上,提出了一种长周期伪码捕获算法.该算法对接收信号进行时域混频及叠加处理,并转换到频域进行多次圆周移动,从而克服频偏引发的相关峰不确定问题;同时,通过连续积累和批处理手段克服了收发钟差引发的伪码时间不确定问题和信息翻转引发的相关峰不确定问题.理论分析和仿真结果表明:该算法在信噪比大于-25 dB的条件下,可以克服时频域的不解定问题;进一步,该算法与传统算法进行了比较,处理精度及处理复杂度都优于传统算法.     

基于FPGA的BOC(1,1)信号捕获技术

BOC调制是新一代卫星导航系统中广泛采用的调制方式,在时域上具有多峰值特性,副峰的存在增加了捕获的难度。采用自相关副峰消除技术(ASPeCT)在原有的BOC码相关支路的基础上增加一条伪码相关支路,可以有效削弱码相位检测函数的副峰,避免误捕获,是一种性能良好的BOC信号捕获技术。提出一种采用二维并行快速搜索的在FPGA芯片中实现ASPeCT捕获技术的方案,可以显著缩短捕获时间。在理论分析和仿真验证的基础上,采用Verilog硬件描述语言在接收机FPGA+DSP平台上编程实现,在露天测试中,成功捕获到Galileo E1B卫星导航信号,并对ChipScope采集的数字中频信号的多普勒频率和码相位静态捕获结果进行验证,与同一段信号的Matlab仿真结果一致,证明所提出的技术方案正确合理可行。     

基于频谱分析判定接收机错锁的方法研究

目前判定接收机错锁仅仅凭借经验,导致目标捕获时间长。本文基于模拟调相信号相干解调输出信号的谱线特征,提出一种新的简单判定接收机错锁的方法。采用该方法方便地实现了频率引导的闭环控制,提高了接收机的自动化程度。     

直扩测控系统抗多址能力分析与验证

为了防止多址干扰造成接收机出现误捕和假锁,改善直接序列扩频测控系统抗多址干扰性能,在Gold码特性和扩频接收机性能分析的基础上,结合最大似然原理,对采用扩频体制测控系统的抗干扰能力进行了分析。为契合工程应用,采用仿真遍历结合理论分析的方式,对Gold码的互相关抑制能力理论值进行了工程修正。在分析捕获阶段的抗干扰捕获门限后,还分析了载噪比估计结果在正常锁定和假锁两种状态下的差异,给出了接收机对假锁状态的判决方法和门限。根据分析和仿真的结果,给出了系统设计约束条件和优化的接收机设计流程,作为测控系统和接收机设计的参考。     

深空网伪码测距技术研究

介绍了NASA深空网所采用的伪码测距的基本原理,讨论了深空航天器应答机相干转发或再生所采用伪码序列的两种形式,对再生测距系统中的具体序列产生和相关、以及用中国剩余定理解算距离的实现方法和技术途径进行了分析,并计算分析了测距精度、捕获时间等系统关键指标,以对我国深空网的建设提供技术理论参考.     

GPS信号快速捕获方案研究

设计在高动态环境下工作的GPS接收机,其难点之一在于对卫星伪码的快速捕获。针对缩短GPS接收机捕获伪随机码时间的问题,本文在对GPS信号结构作出分析的前提下,介绍了时域滑动相关的常规捕获方法;提出了基于FFT的快速捕获技术,并在matlab环境下做了系统仿真,仿真结果显示捕获速度可以得到显著提高。     

Acquisition of Pseudonoise Codes in FH Systems

Acquisition schemes for acquiring pseudonoise (PN) signals in a frequency hopping (FH), spread spectrum (SS) system are presented. For the purpose of acquiring the PN code the received signal is modeled by an autoregressive (AR) process. The parameters of the AR process are determined by identifying a related set of parameters called the partial correlation coefficients. The power spectrum of the received signal and hence the PN code is estimated from the identified AR parameters. The high accuracy of the estimated PN codes permits the use of a simple error correcting logic to accelerate the acquisition process.     

一种新型数字高精度伪码快速捕获延迟锁定环的设计与实现

介绍了一种新型全并行快速捕获延迟锁定环的设计与FPGA实现,捕获时间小于等于一个伪码周期,抗干扰容限大于80 dB。此快速捕获延迟锁定环实现127路全并行捕获和高精度跟踪,仅需存储130个PN码表,相对于其他并行捕获延迟锁定环或串并结合的环路,存储量约小2/3,并具有较高捕获精度。     

Poly-phase codes and optimal filters for multiple user ranging

A technique is introduced to select poly-phase codes and optimal filters of a pulse compression system that have specific temporal and frequency characteristics. In the particular problem under study, multiple vehicles are assigned unique codes and receiver filters that have nearly orthogonal signatures. Narrowband users, that act as interference, are also present within the system. A code selection algorithm is used to select codes which have low autocorrelation sidelobes and low cross correlation peaks. Optimal mismatched filters are designed for these codes which minimize the peak values in the autocorrelation and the cross correlation functions. An adjustment to the filter design technique produces filters with nulls in their frequency response, in addition to having low correlation peaks. The method produces good codes and filters for a four-user system with length 34 four-phase codes. There is considerable improvement in cross and autocorrelation sidelobe levels over the matched filter case with only a slight decrease in the signal-to-noise ratio (SNR) of the system. The mismatched filter design also allows the design of frequency nulls at any frequency with arbitrary null attenuation, null width, and sidelobe level, at the cost of a slight decrease in processing gain     

Time-Frequency HOP Signals Part I: Coding Based upon the Theory of Linear Congruences

Time-frequency hop codes are developed based upon the theory of linear congruences. These codes can be used for multiuser radar and asynchronous spread spectrum communications systems. A uniform upper bound is placed on the cross-correlation function between any two elements of the code set. The upper bound is minimized by choice of time-bandwidth product and is shown to diminish as 2/N, where N is the number of elements in the code set. The size and position of spurious peaks in the autocorrelation functions are discussed. The results are extended to narrowband ambiguity functions.     

Sets of One and Higher Dimensional Welti Codes and Complementary Codes

A Welti code is a binary sequence with an impulse-like autocorrelation function. A set of such codes may possess vanishing cross-correlation functions. The elements of Welti codes must be members of a set of at least two orthogonal vectors or subcodes. First, methods for synthesizing sets of one-dimensional Welti codes with vanishing cross-correlation functions, and conditions upon their existence are discussed. Then, construction methods of sets of two and higher dimensional Welti codes are presented. Based on these constructions, further sets of mutually orthogonal complementary codes in one or more dimensions can be derived. The use of such signals relates to various topics such as communication, radar and navigation systems, measuring and identification in one or higher dimensional systems, synchronization and spatial alignment, or coded aperture imaging.     

扩频应答机码跟踪环的一种实现方法

讨论了一种伪随机码跟踪环的特性，分析了码相关间隔、预检积分时间、环路带宽及信噪比等参数对码跟踪性能的影响。该方案不仅能够对PN码相位的变化作出调整，同时对PN码多普勒进行跟踪，较适合于测控应答机中PN码跟踪环的应用。     

Reciprocal radar waveforms

Digitally coded radar waveforms can be used to obtain large time-bandwidth products (pulse compression ratios). It is demonstrated that periodic radar waveforms with zero sidelobes or almost zero sidelobes can be defined. A perfect periodic code is a periodic code whose autocorrelation function has zero sidelobes and whose amplitude is uniform (maximum power efficiency=1). An asymptotically perfect periodic code has the property that as the number of elements in the code goes to infinity the autocorrelation function of the code has zero sidelobes and its power efficiency is one. The authors introduce a class of radar waveforms that are either perfect or asymptotically perfect codes. These are called reciprocal codes because they can be derived through a linear transformation of known codes. The aperiodic performance of the reciprocal code is examined     

干扰环境下直扩系统中DMF捕获性能研究

基于数字匹配滤波器(DMF)的捕获电路具有较快的捕获速度,因此它在直扩系统(DSSS)中得到了广泛的应用。为了在干扰环境下进一步提高其捕获性能,本文对影响捕获性能的检测概率和虚警概率进行了分析;并对直扩系统中基于DMF的平均捕获时间进行了计算机仿真,从而找到了在平均捕获时间较小时应该满足的信干比、干噪比和判决门限,为改善直扩系统的捕获性能提供了理论依据。