TDOA

  • 网络时间差(Time Difference of Arrival);到达时间差(Time delay of arrival);到达时差

TDOATDOA

TDOA

时间差(Time Difference of Arrival)

时间差(TDOA)测距技术在无线传感器网络定位方案中得到了较多的应用[8]。通过记录两种不同信号(常使用无线电信号和超声波 …

到达时间差(Time delay of arrival)

GPS缩略语-GPS设计与应用 ... TDMA 时分多址 TDOA 到达时间差 TDOP 时间精度因子 ...

到达时差

另一种选择称作到达时差TDOA):3个基地台测出信号从某部蜂窝电话到达的时间,计算机在地图上标出曲线,其交叉点就 …

时间差定位法

•到达时间差定位法TDOA)定位和跟踪UDq自动化在线网•到达时间(TOA)的原始数据可以通过以太网接口传送UDq自动化 …

1
to passively locating a moving emitter with direction of arrival(DOA) and time difference of arrival(TDOA) of the emitter signal is given. 提出了一种利用平面解三角,并结合辐射源信号到达方向和脉冲到达时间差对运动辐射源进行单站无源定位的算法。
2
This paper mainly discusses the location error influenced by non-horizontal nature of base stations based on TOA, TDOA and AOA algorithms. 主要针对该误差因素,分别对TOA,TDOA和AOA算法分析了基站之间非水平面性对定位误差的影响。
3
Besides, the smaller the pulse repetition period (PRI) is, the better the localization performance of the short time TDOA sequence is. 此外,脉冲重复周期越小,短时TDOA序列对应的定位精度越高;
4
Traditional TDOA estimation methods may become invalid due to noises and reverberation in real-world applications. 由于在实际情况中噪声以及混响的影响,传统的TDOA估计方法经常失效。
5
TDOA estimation is obtained directly and statistical independently by checking peak position of the similarity between two signals. 该方法通过相似度的峰值可以直接获得一个统计独立的TDOA估计。
6
Station layout has a direct impact on location precision for the tris station TDOA (time difference of arrival) location system. 测量站的布站直接影响时差定位目标的定位精度。
7
The main idea is based on a location algorithm of time difference of arrival(TDOA)and considering the influence of non-line-of-sight(NLOS). 主要思想是基于TDOA(到达时间差),考虑NLOS(非视距传播)影响的定位算法。
8
By simulation with computer, TDOA location ambiguity is eliminated by this method, it is proved feasible and effective. 计算机仿真结果表明该方法能够消除时差定位模糊,验证了其可行性和有效性。
9
A new method for joint estimation of time difference of arrival(TDOA) and frequency difference of arrival(FDOA) is proposed. 提出了一种新的二阶到达时差(TDOA)和到达频差(FDOA)联合估计算法。
10
Firstly, in this dissertation, the Time Difference of Arrival (TDOA) Location Systemhas been studied. 首先,本文研究了到达时差定位系统。
11
To improve the cooperative passive tracking accuracy in multiple stations, a scheme of target tracking based on DOA and TDOA is proposed. 为提高多站无源协同跟踪的精度,提出了一种基于方位时差的目标跟踪方法。
12
Cross-correlation in passive TDOA locating is discussed. 研究了互相关法在无源时差定位系统中的应用。
13
In high precision indoor location systems for sensor networks, the systems based on TDOA are widely being researched. 在高精度传感器网络室内定位系统中,基于到达时间差的定位系统得到了越来越普遍的研究。
14
TDOA location is a mature method for passive radar. 时差定位是比较成熟的无源定位技术。
15
A TDOA-based Location Algorithm with Non-Light-of-Sight Propagation Considered 非视距传播环境下的一种TDOA定位算法
16
An Study of Ambiguity of Passive TDOA Location of Multiple Sonar Array 多声纳基阵时差定位模糊问题研究
17
Study of Non-solution of Passive TDOA Location of Multiple Sonar Array 多声呐基阵时差定位无解问题研究
18
TDOA location of wireless cellular network assisted synchronous satellite 一种基于无线蜂窝网络辅以同步卫星的TDOA定位
19
A Wavelet Transform Approach to Determination of TDOA in Interference Location for Satellite System 在卫星干扰源定位系统中信号时间差计算的小波变换方法
20
An Enhanced Genetic Algorithm for the Nonlinear Optimization in TDOA-Based Location 采用改进遗传算法解决TDOA定位估计中的非线性优化问题
21
Passive TDOA location algorithm for eliminating location ambiguity 可消除定位模糊的无源时差定位算法
22
Comparison research on TDOA location between base station and synchronous satellite 基于蜂窝与同步卫星TDOA定位的比较研究
23
Location and Tracking of the Over-the-Horizon Target on TDOA 基于时差信息的超视距目标定位与跟踪
24
Research of Passive Location Algorithm to Maneuvering Target Using TDOA and DOA of Dual Stations 利用时差与到达角双站对机动目标无源定位算法研究
25
TDOA Passive location Adaptive Algorithm to Maneuvering Target 机动目标时差无源定位自适应滤波算法研究
26
TDOA Estimation Method of Cycle Stationary Communication Signal 周期平稳通信信号时差估计
27
Performance Analysis of Dual-Satellite Joint FDOA and TDOA Location System 双星时差频差联合定位系统性能分析
28
Research on Passive Localization Estimate Algorithm of TDOA 无源时差定位算法研究
29
Passive Localization of Single Motive Station Using TDOA Method 利用TDOA方法实现单站机动无源定位
30
The Influence of Target Altitude on Accuracy of Tri-Station TDOA Location System 目标高度对三站时差定位精度的影响