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Maximum likelihood track-before-detect with fluctuating target amplitude

机译:目标振幅波动时的最大似然跟踪

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摘要

An important problem in target tracking is the detection and tracking of targets in very low signal-to-noise ratio (SNR) environments. In the past, several approaches have been used, including maximum likelihood. The major novelty of this work is the incorporation of a model for fluctuating target amplitude into the maximum likelihood approach for tracking of constant velocity targets. Coupled with a realistic sensor model, this allows the exploitation of signal correlation between resolution cells in the same frame, and also from one frame to the next. The fluctuating amplitude model is a first order model to reflect the inter-frame correlation. The amplitude estimates are obtained using a Kalman filter, from which the likelihood function is derived. A numerical maximization technique avoids problems previously encountered in "velocity filtering" approaches due to mismatch between assumed and actual target velocity, at the cost of additional computation. The Cramer-Rao lower bound (CRLB) is derived for a constant, known amplitude case. Estimation errors are close to this CRLB even when the amplitude is unknown. Results show track detection performance for unknown signal amplitude is nearly the same as that obtained when the correct signal model is used.
机译:目标跟踪中的一个重要问题是在极低的信噪比(SNR)环境中检测和跟踪目标。在过去,已经使用了几种方法,包括最大可能性。这项工作的主要新颖之处在于将用于波动目标幅度的模型合并到用于跟踪恒速目标的最大似然方法中。结合实际的传感器模型,这可以利用同一帧中以及从一帧到下一帧的分辨率单元之间的信号相关性。波动幅度模型是反映帧间相关性的一阶模型。使用卡尔曼滤波器获得幅度估计,从中得出似然函数。数值最大化技术避免了由于假定速度与实际目标速度之间的不匹配而在“速度滤波”方法中先前遇到的问题,而这需要额外的计算。 Cramer-Rao下限(CRLB)是在已知的恒定振幅情况下得出的。即使幅度未知,估计误差也接近此CRLB。结果表明,对于未知信号幅度的跟踪检测性能与使用正确信号模型时获得的跟踪检测性能几乎相同。

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