带有残差的多传感器乱序测量跟踪

Shuo Zhang, Y. Bar-Shalom, G. Watson
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引用次数: 21

摘要

在多传感器目标跟踪系统中,来自同一目标上不同传感器的测量结果通常存在偏差。这些偏差可以通过施密特-卡尔曼滤波器作为固定的随机变量来解释。此外,来自同一目标的测量结果可能不按顺序到达。这种“乱序”测量(OOSM)问题最近得到了解决,并且针对没有测量偏差的情况,开发了一种使用更简单的“1步滞后”算法的多步滞后测量来更新状态的程序。本文提出了一种解决多传感器测量失序时处理偏差的综合问题的方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Tracking with multisensor out-of-sequence measurements with residual biases
In multisensor target tracking systems measurements from different sensors on the same target exhibit, typically, biases. These biases can be accounted for as fixed random variables by the Schmidt-Kalman filter. Furthermore, measurements from the same target can arrive out of sequence. This “out-of-sequence” measurement (OOSM) problem was recently solved and a procedure for updating the state with a multistep-lag measurement using the simpler “1-step-lag” algorithm was developed for the situation without measurement biases. The present work presents the solution to the combined problem of handling biases from multiple sensors when their measurements arrive out of sequence.
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