基于卡尔曼滤波的目标跟踪在跟踪过程中对扫描数据进行处理

K. David Solomon Raj, I. Mohan Krishna
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引用次数: 20

摘要

跟踪需要测量的目标参数是目标在距离、方位角、仰角和速度上的相对位置。这些参数可以通过跟踪雷达系统测量。跟踪这些测量参数后,跟踪器预测它们的未来值。火控和导弹制导只能通过目标跟踪辅助。实际上,如果不正确跟踪目标,导弹制导是无法实现的。为了预测扫描之间的目标参数(未来样本),跟踪扫描雷达系统在每个扫描间隔内对每个目标进行一次采样,使用复杂的平滑和预测滤波器,其中常用的是α - β - γ (αβγ)和卡尔曼滤波器。本文通过实现二阶和三阶一维固定增益多项式滤波器跟踪器,提出了两种机动目标(惰性机动和主动机动)的递归跟踪和预测滤波器原理。最后对n维多态卡尔曼滤波器的求解方程进行了实现和分析。为了评估跟踪滤波器的性能,本文考虑的目标是诺瓦托K100印度/俄罗斯空对空导弹,设计飞行速度为4马赫。本文发展这些滤波跟踪算法的主要目的是降低测量噪声,跟踪滤波器必须能够以较小的残余(跟踪误差)跟踪机动目标。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Kalman filter based target tracking for track while scan data processing
The targets parameter to be measured for tracking are its relative position in range, azimuth angle, elevation angle and velocity. These parameters can be measured by tracking radar systems. Upon keeping the tracking of these measured parameters the tracker predict their future values. Fire control and missile guidance can be assisted through target tracking only. In fact missile guidance cannot be achieved without tracking the target properly. To predict target parameters (future samples) between scans, track while scan radar system sample each target once per scan interval by using sophisticated smoothing and prediction filters among which alpha-beta-gamma (αβγ) and Kalman filters are commonly used. The principle of recursive tracking and prediction filters are proposed in this paper for two maneuvering targets (lazy and aggressive maneuvering), by implementing the second and third order one dimensional fixed gain polynomial filter trackers. Finally the equations for an n-dimensional multi state Kalman filter are implemented and analyzed. In order to evaluate the performance of tracking filters the target considered in this paper is a Novator K100 Indian/Russian air-to-air missile designed to fly at Mach 4. In this paper the main objective of developing these filter tracking algorithmsis to reduce the measurement noise and tracking filter must be capable of tracking maneuvering targets with small residual (tracking errors).
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