基于游标测距的微动参数估计

Estimation of micro-motion parameters based on range vernier

  • 摘要: 精确地估计微动参数有利于对微动目标进行分类识别。本文根据目标微动在全相参脉冲多普勒雷达体制下的回波特点,提出了一种基于游标测距(Range Vernier)的微动参数估计方法。首先建立微动目标雷达回波模型,主要是进动目标回波模型。以某一回波脉冲为参考,采用游标测距技术测量后续回波脉冲接收时刻目标的距离,该距离与时间的关系反映了目标的运动规律,最后通过正弦基分解(Sin FM Basis Decomposition)的方法从测量结果中估计出微动参数,包括振幅、角频率和初始相位。参数估计过程中峰值搜索的范围由经验知识和雷达测量信息确定。算法性能分析推导了雷达测速误差、测相位误差以及脉冲重复频率(PRF)和载频之间的约束关系,以保证游标测距正常进行。仿真结果验证了在现有雷达体制和测量精度条件下,游标测距可以正常应用,并且微动参数估计的精度非常高。

     

    Abstract:  It’s beneficial for the recognition and classification of targets to obtain precise estimation of micro-motion parameters. This paper proposed a new method to estimate micro-motion parameters using range vernier technique based on the echo characteristics of a point target in the coherent pulse Doppler radar system. First we establish a point target’s radar echo model with micro-motion, actually the echo model of target with precession. Taking a given received pulse as reference point, the range change of target caused by movements at the successive received pulses can be measured accurately by using range vernier technique, and the relationship between range and time reflects the characteristics of target motion. At last, we utilize the Sin FM Basis Decomposition method to estimate the micro-motion parameters, such as amplitude, circular frequency and initial phase. During the process of estimating parameters, the scope of peak search is determined by empirical knowledge and information from radar measurements which we can obtain in the other way. Performance analysis of the algorithm derives the constraint relationship between velocity measurement error, phase measurement error, pulse repetition frequency (PRF) and the carrier frequency, which can ensure normal application of range vernier technique. Under the existing radar system and measurement accuracy, simulation results prove the high precision of the micromotion parameters estimation when all the factors satisfy the constraint relationship.

     

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