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Algorithms for multisensor maneuvering target tracking.

机译:多传感器机动目标跟踪算法。

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Target tracking is the processing of sensor measurements (e.g., radar returns) obtained from a target (moving objects such as airplanes, tanks or submarines) in order to maintain an estimate of its state (position, velocity and acceleration). In this dissertation, a set of novel algorithms are developed for multisensor maneuvering target tracking. The main emphasis in this dissertation is on fixed-lag smoothing where we estimate the target state at time k − d given measurements up to time k ( d > 0). (1) We propose a novel interacting multiple model (IMM) fixed-lag smoothing algorithm for Markovian switching systems. Using a state augmentation approach, we transform the smoothing problem for the original system into a filtering problem for a state-augmented system where IMM filtering algorithm can be applied. We then apply the algorithm to tracking a maneuvering target since the behavior of a maneuvering target can be described by a set of hypothesized models and a maneuver can be modeled as a switching from one model to another model. (2) We want to improve the current state estimate of the target by introducing an IMM fixed-lag smoothing based filtering algorithm. Fixed-lag smoothing with delay d provides target state estimate at time k − d given measurements up to time k. In filtering we are interested in state estimate at time k. The main idea of our novel algorithm is to switch between an IMM filter and a single maneuver model filter by detecting onset and termination of maneuvers. This is achieved by examining the smoothed model probabilities. (3) We extend our basic IMM smoothing algorithm to a more complicated tracking scenario, tracking a target in clutter. An existing probabilistic data association (PDA) approach has proved to be an effective way to solve the problem of measurement origin uncertainty. We combine the basic IMM fixed-lag smoothing algorithm with the PDA approach to develop an IMMPDA fixed-lag smoothing algorithm for tracking a maneuvering target in clutter with multiple sensors. (4) We consider the problem of tracking multiple targets. The measurement-to-target association problem is even more complicated in this case. A measurement may either originate from a target of interest, or clutter, or a neighboring target. An existing joint probabilistic data association (JPDA) approach provides an effective solution to this problem provided that the number of targets are known. We develop an IMM/JPDA fixed-lag smoothing algorithm for multiple maneuvering target tracking with multiple sensors by combining the basic IMM fixed-lag smoothing algorithm with the JPDA approach. The simulation results show that all our proposed IMM smoothing algorithms offer much better performance compared to that achieved by the corresponding IMM filtering algorithms. (5) Finally, we have made some preliminary efforts in tracking targets based on passive sensors. Passive sensors are mainly used to track the direction of arrival (DOA) of targets. We investigate two existing higher-order statistics based blind source separation algorithms. In addition we also investigate a second-order statistics based DOA tracking algorithm to offer a performance comparison. (Abstract shortened by UMI.)
机译:目标跟踪是对从目标(飞机,坦克或潜艇等移动物体)获得的传感器测量值(例如雷达回波)进行处理,以保持其状态(位置,速度和加速度)的估计值的方法。本文针对多传感器机动目标跟踪,提出了一套新颖的算法。本论文的主要重点是固定滞后平滑,在给定时间直到 k d d 的固定滞后平滑提供给定时间为 k 的,在时间 k-d 的目标状态估计。在过滤中,我们对时间 k 的状态估计感兴趣。我们新颖算法的主要思想是通过检测操纵的开始和结束在IMM滤波器和单个操纵模型滤波器之间切换。这是通过检查平滑的模型概率来实现的。 (3)我们将基本的IMM平滑算法扩展到更复杂的跟踪场景中,以混乱的方式跟踪目标。事实证明,现有的概率数据关联(PDA)方法是解决测量原点不确定性问题的有效方法。我们将基本的IMM固定滞后平滑算法与PDA方法相结合,以开发一种IMMPDA固定滞后平滑算法,以利用多个传感器跟踪杂波中的机动目标。 (4)我们考虑了跟踪多个目标的问题。在这种情况下,测量与目标的关联问题甚至更加复杂。测量可能源自感兴趣的目标,杂波或邻近目标。如果已知目标数量,则现有的联合概率数据协会(JPDA)方法可有效解决此问题。通过将基本的IMM固定滞后平滑算法与JPDA方法相结合,我们开发了一种IMM / JPDA固定滞后平滑算法,用于使用多个传感器进行多机动目标跟踪。仿真结果表明,与相应的IMM滤波算法相比,我们提出的所有IMM平滑算法都提供了更好的性能。 (5)最后,我们在基于无源传感器的目标跟踪方面做了一些初步的努力。无源传感器主要用于跟踪目标的到达方向(DOA)。我们研究了两个现有的基于高阶统计量的盲源分离算法。此外,我们还研究了基于二阶统计量的DOA跟踪算法,以提供性能比较。 (摘要由UMI缩短。)

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