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An improved Current Statistical Model for maneuvering target tracking

机译:一种改进的当前统计模型用于机动目标跟踪

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The commonly accepted current statistical model (CSM) for tracking for maneuvering target has preferable performance, but its performance sharply decreases when target is in weak jerk maneuvering state or target actual acceleration exceeds previous given acceleration limits. An improved model is proposed for overcoming the shortcoming of CSM. The improved model is still based on all equations of original CSM, in order to eliminate the need of the given acceleration limits in the equation for adaptively adjusting the variance of target acceleration, it uses the average velocity variation rate between priori velocity estimate from (k-1)th to (k)th instant and posteriori velocity estimate in a sample interval to approximately express the acceleration disturbance from (k-l)th to (k)th instant, further obtains average statistical acceleration disturbance from (k-l)th to (k)th instant, and at last puts the acceleration disturbance and average statistical acceleration disturbance in the corresponding equation of CSM to adaptively adjust the variance of target acceleration. Simulation results indicate that improved CSM eliminates the dependence to acceleration limits, enlarges the dynamic range of maneuvering target tracking and improves tracking accuracy.
机译:跟踪机动目标的当前公认的当前统计模型(CSM)具有较好的性能,但是当目标处于弱加速状态或目标实际加速度超过先前给定的加速度极限时,其性能会急剧下降。为克服CSM的不足,提出了一种改进的模型。改进的模型仍然基于原始CSM的所有方程式,为了消除方程式中给定的加速度极限来自适应地调整目标加速度的方差的需要,它使用了从(k第-1至第(k)个瞬时和后验速度估计在一个采样间隔中,以近似表示第(kl)至第(k)个瞬时的加速度扰动,进一步获得第(kl)至(k)的平均统计加速度扰动瞬间,最后将加速度扰动和平均统计加速度扰动放入CSM的相应方程中,以自适应地调整目标加速度的方差。仿真结果表明,改进的CSM消除了对加速度极限的依赖,扩大了机动目标跟踪的动态范围,提高了跟踪精度。

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