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GNSS Interference in L-Band SAR Missions � Assessment and Mitigation l波段SAR任务中的GNSS干扰——评估与缓解
O. Montenbruck, M. Markgraf, M. Tossaint
Synthetic Aperture Radar (SAR) satellites commonly make use of onboard Global Positioning System (GPS) receivers for precise orbit and baseline determination. In view of the extreme SAR transmit power levels, interference from SAR signals may inhibit proper GPS tracking and poses a particular challenge to space missions using L-band SAR signals with frequencies adjacent to or even overlapping the GPS frequency bands. Within this study, the impact of simulated SAR signals on direct and semi-codeless GPS signal tracking is assessed in a signal simulator test bed using two commercial-off-the-shelf geodetic-grade receivers. A high robustness of GPS tracking to both adjacent-band and in-band SAR interference is obtained within the tests using representative chirp signals. For SAR signals next to or overlapping the GPS L2 band, proper tracking of the GPS L1 C/A code, GPS2 L2C, and semi-codeless L1/L2 P(Y)-code tracking is retained for interference powers up to SI{90}{db} above the natural GPS signal power. Apparently, a high level of immunity to high-power pulsed signals with repeat periods in the (sub-)ms regime is already provided by the automatic gain control of the receivers and/or a saturation of the analog-to-digital converters in the frontend that mimic an explicit pulse blanking. On the other hand, the addition of an external pulse blanking synchronized with the chirp pulses was found to be of marginal value. This unexpected result can presumably be understood by low power ``noise'' in the synthetic SAR signals that adds an additional signal outside the spectral and temporal limitations of the actual chirp signal and dominates the overall interference when simulating very high chirp signal powers.
合成孔径雷达(SAR)卫星通常使用星载全球定位系统(GPS)接收器来精确确定轨道和基线。鉴于极端的SAR发射功率水平,来自SAR信号的干扰可能会抑制GPS的正常跟踪,并对使用频率与GPS频段相邻甚至重叠的l波段SAR信号的空间任务构成特别挑战。在本研究中,模拟SAR信号对直接和半编码GPS信号跟踪的影响在信号模拟器测试平台上进行了评估,该平台使用两个商用现成的大地测量级接收器。利用代表性的啁啾信号,在测试中获得了GPS跟踪对邻接带和带内SAR干扰的高鲁棒性。对于GPS L2频段附近或重叠的SAR信号,保留GPS L1 C/A码、GPS2 L2C和半无编码L1/L2 P(Y)码跟踪,以避免干扰功率高于GPS自然信号功率SI{90}{db}。显然,接收机的自动增益控制和/或前端模拟显式脉冲消隐的模数转换器的饱和已经提供了对(亚)毫秒重复周期的高功率脉冲信号的高抗扰度。另一方面,发现与啁啾脉冲同步的外部脉冲消隐的增加具有边际值。这种意想不到的结果大概可以通过合成SAR信号中的低功率“噪声”来理解,这些噪声在实际啁啾信号的频谱和时间限制之外添加了额外的信号,并且在模拟非常高的啁啾信号功率时主导了整体干扰。
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引用次数: 0
Monitoring Sea Level Change in Arctic using GNSS-Reflectometry 利用gnss -反射法监测北极海平面变化
Su‐Kyung Kim, Jihye Park
Long- and short-term variation of water level is critical in the Arctic as this region significantly affects the global climate and ecosystems. The water level changes are conventionally monitored by a tidal gauge. However, installing and maintaining tide gauges for continuous and seamless water level data in the Arctic is challenging due to the extreme environment. In this study, we investigate GNSS-Reflectometry (GNSS-R) as an alternative water level monitoring method in the Arctic, which measures the water levels based on remote sensing technique. Since GNSS performance at high latitudes is degraded due to satellite geometry and ionospheric effects on GNSS signals, an enhanced GNSS-R algorithm is applied, which accurately determines sea levels through enhanced spectrum analysis based on GNSS - including GPS and Galileo - multiple frequencies and statistical reliability verification. In addition, by including Galileo, the number of visible satellites is also increased that tackles another challenge of lack of available observations at high latitudes. The suggested algorithms are validated by analyzing water level changes in St. Michael, Alaska in June 2018. The water levels derived by GNSS-R based tide gauge are compared to independent data from the two neighboring NOAA’s St. Michael and Unalakleet tide gauges (ID: 9468132 and 9468333) about 1.5 km and 74 km of GNSS-R based tide gauge, respectively. As a result, a good agreement is confirmed with a high correlation coefficient of up to 0.87. In addition, from a spectral analysis, meaningful harmonic constituents, M2, K1, and O1 are founded from the sea level changes measured by GNSS-R based tide gauge. In addition, the temporal resolution of the output was significantly increased by adding the Galileo satellites. By implementing the advanced algorithms of GNSS-R, the proposed study successfully measured the highly accurate and precise water level variation in an environmentally challenging region. The experimental results show many promising applications for the Arctic GNSS-R based tide gauge.
由于北极地区对全球气候和生态系统有重大影响,因此长期和短期的水位变化对北极至关重要。水位变化通常由潮汐计监测。然而,由于极端的环境,在北极安装和维护潮汐计以获得连续和无缝的水位数据是具有挑战性的。在本研究中,我们研究了GNSS-Reflectometry (GNSS-R)作为一种替代的北极水位监测方法,该方法基于遥感技术测量水位。由于卫星几何形状和电离层对GNSS信号的影响导致GNSS在高纬度地区的性能下降,因此采用了增强型GNSS- r算法,该算法通过基于GNSS(包括GPS和伽利略)的多频率增强频谱分析和统计可靠性验证来准确确定海平面。此外,通过包括伽利略,可见卫星的数量也增加了,这解决了高纬度地区缺乏可用观测的另一个挑战。通过分析2018年6月阿拉斯加圣迈克尔的水位变化,验证了所建议的算法。将基于GNSS-R的潮汐仪得到的水位与相邻的两个NOAA的St. Michael和Unalakleet潮汐仪(ID: 9468132和9468333)分别约1.5 km和74 km的独立数据进行比较。结果表明,两者具有较好的一致性,相关系数高达0.87。此外,通过频谱分析,从GNSS-R测潮仪测量的海平面变化中得到了有意义的谐波分量、M2、K1和O1。此外,通过加入伽利略卫星,输出的时间分辨率显着提高。通过实施先进的GNSS-R算法,该研究成功地测量了环境挑战性地区的高精度和精确的水位变化。实验结果表明,基于GNSS-R的北极测潮仪具有广泛的应用前景。
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引用次数: 5
Development and Evaluation of Airborne Multipath Error Bounds for L1-L5 L1-L5机载多径误差界的发展与评估
J. Blanch, T. Walter, R. E. Phelts
Current aviation standards define a multipath error model that is valid after the smoothing filter is assumed to have converged (assuming a 100 s Hatch filter). The draft standards for dual frequency Satellite-based Augmentation Systems further specify an error model when the code has not been smoothed, and it is defined as a multiple of the converged value. In this paper, multipath and noise error bounds are derived as a function of smoothing time assuming a first order model for the code multipath and the receiver noise. These error bounds are evaluated using GPS and Galileo measurements collected in flight. The derived model appears to account well for the error reduction as a function of smoothing time. INTRODUCTION The standards for Satellite-based Augmentation Systems (SBAS) Dual Frequency Multi-constellation (DFMC) are currently being developed. With dual frequency, the residual ionospheric delay error (which is the largest contributor in single frequency) is no longer the dominant term. In particular, multipath and receiver noise is now a much more important term in the error budget. For this reason, and because of the introduction of new signals (L5 and E5a), these term is receiving more attention, and new data suggests that extrapolating L1 models to L5 and L1-L5 combination might not be sufficient [5]. This multipath and antenna group delay error model used in single frequency SBAS has been in place since 2000 [1]. This model is elevation dependent and only applies once the carrier smoothing filter has converged, which is assumed to occur after 360 s of smoothing. The current standards do not specify how the multipath error bound varies with smoothing time before convergence. The draft SBAS DFMC Minimum Operational Standards [2] (developed within EUROCAE) specifies an additional constraint: for unsmoothed code measurements, the standard deviation is ten times higher than the value at convergence. A strict application of this error model between t=0 and t = 360 s would result in very conservative error bounds, because in reality the actual errors decrease steadily as new measurements are added. In particular, it could result in significant performance losses in the presence of cycle slips. This is especially critical for environments with ionospheric scintillation (for example in low latitudes), where we expect a much higher cycle slip rate. And even if the receivers do use a less conservative multipath curve, service providers evaluating coverage would need to assume the minimum requirement, and therefore could be unable to claim availability where there might be. The goal of this paper is twofold: to derive a multipath error model that is valid before convergence, and to evaluate it using GNSS airborne measurements. In the first part, we develop three models: one corresponding to time invariant smoothing, one corresponding to time varying smoothing, and one where we start with a time varying smoothing that switches to time invariant a
当前的航空标准定义了一种多路径误差模型,该模型在平滑滤波器被假设为收敛后有效(假设是100秒的Hatch滤波器)。双频星载增强系统标准草案进一步明确了编码未平滑时的误差模型,并将其定义为收敛值的倍数。在假定码多径和接收机噪声为一阶模型的情况下,导出了多径和噪声误差边界作为平滑时间的函数。这些误差范围是使用GPS和伽利略在飞行中收集的测量值来评估的。导出的模型似乎很好地说明了作为平滑时间的函数的误差减小。星基增强系统(SBAS)双频多星座(DFMC)标准目前正在开发中。在双频条件下,残余电离层延迟误差(在单频条件下是最大的影响因子)不再占主导地位。特别是,多径和接收机噪声现在是误差预算中更重要的一个术语。由于这个原因,并且由于引入了新的信号(L5和E5a),这些术语受到了更多的关注,新的数据表明,将L1模型外推到L5和L1-L5组合可能是不够的。这种用于单频SBAS的多径和天线群延迟误差模型自2000年以来一直存在。该模型是仰角相关的,只有在载波平滑滤波器收敛后才适用,假设这发生在360秒的平滑之后。目前的标准没有规定收敛前多径误差界如何随平滑时间变化。SBAS DFMC最低操作标准草案[2](在EUROCAE内开发)规定了一个额外的约束:对于非平滑代码测量,标准偏差比收敛值高十倍。严格应用t=0和t= 360秒之间的误差模型会导致非常保守的误差界限,因为在现实中,随着新测量的增加,实际误差会稳步下降。特别是,在出现周期滑移的情况下,它可能导致显著的性能损失。这对于电离层闪烁的环境(例如在低纬度地区)尤其重要,我们预计在那里会有更高的周期滑移率。而且,即使接收器确实使用了不那么保守的多径曲线,服务提供商评估覆盖范围时也需要假设最低要求,因此可能无法在可能存在的地方宣称可用性。本文的目标有两个:推导出收敛前有效的多径误差模型,并使用GNSS机载测量对其进行评估。在第一部分中,我们开发了三个模型:一个对应于时不变平滑,一个对应于时变平滑,一个我们从时变平滑开始,在设定的时间间隔后切换到时不变。在第二部分中,我们使用飞行中收集的GNSS数据评估了多径误差模型。多路径误差模型在本文的融合,我们将假设收敛的误差模型是由[2]中指定的公式,给出基于[1中使用的 ]: ( ) ( ) ( ) 4 4 2 2 1 5 &,, 2 2 2 1 5 L L空气议员AGVD我噪音L L f f f f+ = +−(1):0.53 (0.13)[m] . [m] . exp(/ 10[度])议员= +−(2)我们将进一步假设时间误差模型可以建模为:( ) ( ) ( )( ) ( )( ) 4 4 2 2 1 5 &,, 2 2 2 1 5 L L空气议员议员AGVD我噪音噪音我k一个k k L L f f f f+ = +−(3)k是时间步,和安培是函数,这样声音吵醒 : ( ) ( ) ( ) ( ) 0 100 360 1 0 200 360 1像素
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引用次数: 4
Reducing Computational Load in Solution Separation for Kalman Filters and an Application to PPP Integrity 卡尔曼滤波器解分离中减少计算量及其在PPP完整性中的应用
J. Blanch, Kazuma Gunning, T. Walter, Lance de Groot, Laura Norman
This paper investigates two techniques to reduce the computational load of running multiple fault tolerant Kalman filters in order to provide integrity. These approaches are then exploited in the implementation of a solution separation integrity monitoring algorithm in a PPP Kalman filter solution. We evaluate the techniques using GNSS data collected in static and driving conditions. In our scenarios, these techniques lead to computational load reductions of at least 70% at the expense of protection level degradations of about 50%. INTRODUCTION Until recently, Precise Point Positioning (PPP) techniques [1] have mostly been used to provide high accuracy. There is a growing interest in translating the benefits of PPP to integrity and enabling its application to safety critical applications in rail, automotive, maritime, and even air navigation [2], [3], [4], [5]. In [5], we demonstrated how techniques developed for aviation applied to PPP can produce meter-level protection levels in automotive and aviation scenarios. This was achieved by implementing an integrity monitoring algorithm based on solution separation, akin to the one used to analyze Advanced RAIM performance [6], to the PPP Kalman filter solution. The principle of solution separation is to run a bank of filters, where each filter is fault tolerant to a fault or set of faults. The fault detection statistic is the difference between each of these solutions and the all-in-view solution. In addition to their optimality properties [7], solution separation algorithms offer a straightforward proof of integrity, and good performance [5]. However, they can also be expensive in terms of memory and processing time, because they require the receiver to compute a bank of filters (or a process computationally equivalent to a bank of filters, as in [11]). In the worst case, the computational load will be proportional to the number of filters. In [5] we showed that it was possible to dramatically reduce the cost of running the bank of filters: depending on the filter complexity (that is, the number of estimated states), we could run 20 to 50 additional filters for the cost of one. This was obtained by exploiting the fact that, in PPP, many of the elements in the computation (error models, corrections, etc) are common to the all filters, so that it is sufficient to compute them once for the all-in-view filter. Also, all the measurements are linearized with respect to the all-in-view position solution, which further simplifies the subset solution filters. The goal of this paper is to introduce and investigate techniques to reduce even further the cost of the solution separation for Kalman filter solutions. When the number of states is large (larger than 50), which is the expectation in a PPP multifrequency user algorithm, there are at least two steps that are computationally expensive: the determination of the Kalman gain, and the determination of the new error covariance. The first technique under inves
对于每小时10个的完整性,这意味着我们需要计算10的情况下所有一出子集的解分离统计量和10的两出子集的解分离统计量[8]。子集过滤器卡尔曼滤波方程(k)索引类似于all-in-view的:1 | 1 | 1 | 1 1 1 |ˆˆˆk k k k T k k k T T T T T T T T T x x C G W y G(3)1 1 1 | 1 | k k k k k T W T T T T C C G G(4)关于all-in-view唯一不同之处在于,我们只使用可用的测量数据的一个子集来更新状态估计。这个过程中最繁琐的步骤之一是计算如式(4)所示的协方差。可以看出,我们至少需要两个矩阵逆,其中两个矩阵都是n × n,其中n接近于100。(我们注意到几何矩阵通常很大,因此矩阵更新公式不会大大减少计算负载)。第一种方法是使用次优过滤器1| 1 * k * t *,而不是上面定义的最优过滤器。更准确地说,我们定义如下:1 1 1 | 1 | 1 | 1 |ˆˆˆk k k k T k k k k T T T T T T T T x x G W x y G(5)的矩阵1 | 1 k T T不再是由方程(4)。相反,我们试图找到一个矩阵,将导致一个合理的估计,但计算便宜。一个可能的方法是计算这个矩阵,好像之前的估计状态是由之前的all-in-view过滤器:1 1 0 1 | 1 | k k k k T T W T T T C G G(6)这个矩阵的优点是可以获得没有一个完整的矩阵求逆。我们有:1 1 0 1 | 1 | k k k k T T T T T T T C G WG G W G G WG(7)在大多数情况下,矩阵的秩k k k T T G W G G WG大大小于的秩1 0 1 | T T T C G WG。例如,在我们的PPP过滤器的个例中,这个矩阵的秩是4。我们可以写:k k k k k k T T W T G WG G G G W G(8)1 1 0 1 | 1 | k k k k T T T T T T C G WG G W G(9)使用伍德伯里矩阵身份,我们得到:1 1 0 0 1 0 0 1 | 1 | t 1 1 | t 1 1 | 1 | t 1 k k t k k k k t t t t t t t C C G W C G G G C(10)的使用这个公式可以加快计算1 | 1 k t t,因为矩阵转化通常远小于整个协方差矩阵。标准矩阵反演算法需要大约2/3n个基本运算,因此计算负荷显著减少(从近一百万到不到一百)。新的卡尔曼增益是由:1 0 0 0 t 1 | 1 | t 1 1 1 0 1 | 1 | 1 | 1 t t k t k k t k k t k t k k t k k k k t k t t t t t C G W C G k G W W G C G G W C G W(11),强调了已经计算在all-in-view过滤器。与最优滤波器相反,更新后的协方差不是由1| 1 k t t<e:1>给出的。相反,它是这样给出的:11 1| 11 1| T k k k T T T T T C I k C I k k k k k <s:2><s:2> <s:2> <e:2>(12)次优子集解:第二种方法第二种方法可以更简洁地描述。它包括对故障进行分组,这样我们就不需要运行那么多过滤器。例如,我们不是为卫星i中的故障运行一个过滤器,也不是为卫星j中的故障运行另一个过滤器,而是运行一个对i和j都容错的过滤器。这将导致较弱的解决方案位置,因此更大的保护级别。第二种方法可以被认为是次优子集解决方法,因为每个故障都由次优过滤器处理。在本文中,群是基于PRN数组成的,PRN数在几何上基本等同于随机分组。我们使用了两种类型的GNSS数据:一种是由静态接收器收集的,另一种是由安装在汽车上的接收器收集的。道路条件下收集的GNSS数据如[5]所述,并在此简要总结:•接收器:NovAtel OEM 7500•2018年3月1日1小时驾驶数据•GPS (L1 C/A-L2P半编码),GLONASS (L1 C/A-L2P) 1hz•由NovAtel OEM729提供的正反向处理战术级IMU的真值位置。
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引用次数: 16
A GPS and GLONASS L1 Vector Tracking Software-Defined Receiver GPS和GLONASS L1矢量跟踪软件定义接收机
Tanner Watts, Scott M. Martin, D. Bevly
Originally designed for military navigation, GPS has exploded into a modern tool used by government, industrial, and commercial sectors. The increasing demand for navigation has led to the operation of GPS receivers in challenging signal environments that include suburbs, forested areas, and metropolitan cities. In recent years, GPS receivers have also come under attack from commercial jamming and spoofing devices. To assure the integrity of GPS, the ability for receivers to overcome challenging signal environments must be solved. GPS vectorized signal tracking (vector tracking) has been shown to enhance receiver performance by 2 to 6 dB in poor signal environments over traditional tracking methods that rely on loop filters (scalar tracking). GLONASS, the Russian Federation’s equivalent to GPS, is another system that can be used for navigation. Today, many receivers use both GPS and GLONASS with scalar processing. Implementing the constellations into a centralized vector tracking filter gives the opportunity of enhanced navigation capability in challenging areas. In this thesis, the development and analysis of a software receiver that uses GPS and GLONASS vector tracking is performed. Specifically, the software receiver uses a centralized Vector Delay/Frequency Lock Loop (VDFLL) Kalman filter implementation to track the code and carrier dynamics of the satellite signals. Cascaded Phase Lock Loop (PLL) aiding is applied to the satellite channels to maintain carrier phase lock. Simulation results showed the software receiver’s ability to maintain accurate navigation in GPS or GLONASS jamming environments. In GPS jamming environments, GLONASS was able to maintain accurate tracking replicas of the GPS channels through the VDFLL. Experimental results from forested areas and urban canyons showed that the software receiver performed better with vector tracking than scalar tracking. Depending on the experiment, GPS and GLONASS vector tracking outperformed GPS-only vector tracking. In some environments, GLONASS became degraded, which caused noise sharing issues in the software receiver’s vector processing algorithm. ii
GPS最初是为军事导航设计的,现在已经迅速发展成为政府、工业和商业部门使用的现代工具。导航需求的增长导致GPS接收机在具有挑战性的信号环境中运行,包括郊区,森林地区和大都市。近年来,GPS接收机也受到商业干扰和欺骗设备的攻击。为了保证GPS的完整性,必须解决接收机克服复杂信号环境的能力问题。GPS矢量信号跟踪(矢量跟踪)已被证明在恶劣信号环境下,与依赖环路滤波器(标量跟踪)的传统跟踪方法相比,可以将接收机性能提高2至6 dB。俄罗斯的GLONASS系统相当于GPS,是另一个可用于导航的系统。今天,许多接收器同时使用GPS和GLONASS,并进行标量处理。将星座实现为集中的矢量跟踪滤波器,可以在具有挑战性的区域增强导航能力。本文对GPS和GLONASS矢量跟踪的软件接收机进行了开发和分析。具体来说,软件接收机使用集中式矢量延迟/频率锁环(VDFLL)卡尔曼滤波器实现来跟踪卫星信号的编码和载波动态。在卫星信道中采用级联锁相环辅助来保持载波锁相。仿真结果表明,该软件接收机能够在GPS或GLONASS干扰环境下保持精确导航。在GPS干扰环境下,GLONASS能够通过vdfl保持GPS信道的精确跟踪副本。在森林地区和城市峡谷的实验结果表明,软件接收机的矢量跟踪效果优于标量跟踪。根据实验,GPS和GLONASS矢量跟踪优于仅GPS矢量跟踪。在某些环境下,GLONASS变得退化,这在软件接收器的矢量处理算法中造成了噪声共享问题。2
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引用次数: 1
GNSS/INS Integration with Partial-ZUPT for Land Vehicle Navigation 部分zupt集成GNSS/INS用于陆地车辆导航
Jingxuan Su, Zheng Yao, Mingquan Lu
GNSS has important applications in land vehicle positioning services. However, in special harsh scenarios such as urban canyon with strong occlusion, the stability of the GNSS signal will be significantly reduced, and the positioning result usually has a lower update rate, such as 1HZ. Therefore, GNSS can be combined with the inertial navigation system (INS) to achieve higher update rate and more stable positioning. GNSS and INS can complement each other in signal frequency and positioning accuracy, so well-positioned results can be obtained even with less expensive devices. An integration positioning algorithm that can suppress the accumulation of positioning errors in the case of GNSS outage is proposed in this paper. The algorithm is based on a technique called Partial-ZUPT and a sliding window polynomial predictor. Traditional loosely coupled integration is used in the algorithm. The experimental results show that the quadratic positional error growth can be suppressed to the first-order growth by applying the algorithm when the GNSS positioning information is invalid. In terms of positioning accuracy, the integration algorithm only shows a cumulative position error of 0.5m after about 5 seconds of the GNSS outage, which is a significant improvement compared with the RMS error of about 1.5m in the traditional loosely coupled integration algorithm.
GNSS在陆地车辆定位服务中有着重要的应用。但在城市峡谷强遮挡等特殊恶劣场景下,GNSS信号的稳定性会明显降低,定位结果通常更新率较低,如1HZ。因此,GNSS可以与惯性导航系统(INS)相结合,实现更高的更新速率和更稳定的定位。GNSS和INS在信号频率和定位精度上可以互补,因此即使使用较便宜的设备也可以获得较好的定位结果。提出了一种抑制GNSS中断情况下定位误差累积的集成定位算法。该算法基于一种称为Partial-ZUPT的技术和滑动窗口多项式预测器。算法采用传统的松耦合积分。实验结果表明,在GNSS定位信息无效的情况下,应用该算法可以将二次型位置误差增长抑制到一阶增长。在定位精度方面,积分算法在GNSS中断约5秒后的累计位置误差仅为0.5m,与传统松耦合积分算法的均方根误差约为1.5m相比,有了显著提高。
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引用次数: 0
A MBOC Signal Tracking Algorithm based on Split Processing Technique 一种基于分割处理技术的MBOC信号跟踪算法
Tengfei Da, Xueyong Xu, X. Cui, Guifeng Fan, Mingquan Lu
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引用次数: 0
Magnetic Gradient Tensor Framework for Attitude-Free Position Estimation 无姿态位置估计的磁梯度张量框架
Timothy R. Getscher, P. Frontera
The magnetic field is a potentially robust and widely available source of information available for determining position on Earth. Certain measurements of the magnetic field can be obtained without the need for precise sensor attitude, facilitating position determination using only vector magnetometers in a gradiometer arrangement. A magnetic field tensor gradiometer system could provide greater spatial resolution compared to previous efforts to determine position using scalar magnetometers. This paper provides the theoretical framework for a navigation sensor capable of determining position without independent measurement of sensor attitude relative to the mapped global magnetic field.
磁场是一种潜在的强大且广泛可用的信息来源,可用于确定地球上的位置。在不需要精确的传感器姿态的情况下,可以获得磁场的某些测量值,从而便于仅使用梯度计排列中的矢量磁力计确定位置。与之前使用标量磁力计确定位置的方法相比,磁场张量梯度计系统可以提供更高的空间分辨率。本文提供了一种导航传感器的理论框架,该传感器无需独立测量传感器相对于映射的全球磁场的姿态即可确定位置。
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引用次数: 5
Sample Temporal Correlation Effect on PHMI 样本时间相关性对PHMI的影响
E. Bang, C. Milner, C. Macabiau, Philippe Estival
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引用次数: 6
GNSS � From a Single Point of Failure to Multiple Points of Success or How to Avoid a PNT Zombie Apocalypse GNSS -从单点故障到多点成功或如何避免PNT僵尸启示录
Dana A. Goward
Officials at the US Department of Homeland Security have called the nation’s over-reliance on GNSS "…a single point of failure for critical infrastructure." This presentation will examine studies and real world instances of GNSS disruption that demonstrate this challenge. A policy and technology roadmap to Protect signals, Toughen receivers, and Augment signals will be presented as a frame work for ensuring national PNT resilience.
美国国土安全部官员称,美国对全球导航卫星系统的过度依赖是“关键基础设施的单点故障”。本报告将研究GNSS中断的研究和真实世界实例,以证明这一挑战。将提出保护信号、强化接收器和增强信号的政策和技术路线图,作为确保国家PNT复原力的框架。
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引用次数: 0
期刊
Proceedings of the 2019 International Technical Meeting of The Institute of Navigation
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