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首页> 外文期刊>IEEE Transactions on Signal Processing >Automatic Estimation of Multiple Target Positions and Velocities Using Passive TDOA Measurements of Transients
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Automatic Estimation of Multiple Target Positions and Velocities Using Passive TDOA Measurements of Transients

机译:使用瞬态的无源TDOA测量自动估计多个目标位置和速度

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This paper considers the problem of the estimation of the motion parameters of multiple targets moving linearly in a three-dimensional (3-D) observation area contaminated by clutter. The measurements are limited to time differences of arrival (TDOAs) of short-duration acoustic emissions, or transients, generated by the targets. This problem can arise in situations where the level of continuous broadband target-related noise is very low. Owing to the fact that transient emissions are nonstationary and can have low signal-to-noise ratio (SNR), the corresponding TDOA measurement errors are usually non-Gaussian. Therefore, Gaussian mixture distributions are used to appropriately model these errors. An iterative maximum-likelihood optimization technique based on a modified deterministic annealing expectation-maximization (MDAEM) algorithm is applied to this problem. In each iteration, the algorithm uses a nonlinear least-squares (LS) technique in computing the motion parameters for each target. It generalizes the variance deflation method previously used for the initialization of target tracking algorithms and increases the possibility of attaining a globally optimal solution for random initial conditions. Simulation results are presented for several different numbers of targets, clutter densities, and probabilities of gross error of the target related measurements and are found to be comparable to the estimates obtained when the measurement-to-target assignments are exactly known
机译:本文考虑了在杂乱污染的三维(3-D)观测区域内线性移动的多个目标的运动参数估计问题。测量仅限于目标产生的短时声发射或瞬变的到达时间差(TDOA)。在连续宽带目标相关噪声的水平非常低的情况下,可能会出现此问题。由于瞬态发射是不稳定的并且可能具有较低的信噪比(SNR),因此相应的TDOA测量误差通常是非高斯的。因此,使用高斯混合分布对这些误差进行适当建模。基于改进的确定性退火期望最大化(MDAEM)算法的迭代最大似然优化技术已应用于此问题。在每次迭代中,该算法均使用非线性最小二乘(LS)技术来计算每个目标的运动参数。它概括了以前用于目标跟踪算法初始化的方差放气方法,并增加了获得针对随机初始条件的全局最优解的可能性。给出了几种不同数量的目标,杂波密度和与目标相关的测量的总误差概率的仿真结果,发现这些模拟结果可与精确知道测量到目标的分配获得的估计值相比较

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