电子与信息学报
電子與信息學報
전자여신식학보
JOURNAL OF ELECTRONICS & INFORMATION TECHNOLOGY
2014年
11期
2621-2627
,共7页
李亚超%于胜韬%全英汇%邢孟道
李亞超%于勝韜%全英彙%邢孟道
리아초%우성도%전영회%형맹도
信号处理%乘积型核函数%二次调频信号%参数估计%相位匹配变换%FFT
信號處理%乘積型覈函數%二次調頻信號%參數估計%相位匹配變換%FFT
신호처리%승적형핵함수%이차조빈신호%삼수고계%상위필배변환%FFT
Signal processing%Product kernel function%Quadratic frequency modulated signals%Parameter estimation%Phase-matching transformation%FFT
该文提出一种基于改进乘积型核函数的二次调频信号的参数估计方法。首先,对信号乘以自身的共轭反转并做相位匹配变换,通过积累后信号最大值位置得到信号的调频率估计值;然后,再补偿掉原信号的调频率,对解调频(dechirp)后的信号构造新的乘积型核函数,并变换到2维时间-时延域,沿时间和时延轴分别做相位匹配变换和傅里叶变换,在变换后的调频率变化率-频率平面通过最大值的位置即可同时得到调频率变化率和中心频率的估计值,对补偿掉相位的信号取均值并求模得到幅度值,从而实现二次调频信号的参数估计和重构。可见,该方法避免了对所有相位参数的迭代搜索,提高了运算效率。最后,对单分量和多分量二次调频信号的仿真结果证明了该方法的有效性。
該文提齣一種基于改進乘積型覈函數的二次調頻信號的參數估計方法。首先,對信號乘以自身的共軛反轉併做相位匹配變換,通過積纍後信號最大值位置得到信號的調頻率估計值;然後,再補償掉原信號的調頻率,對解調頻(dechirp)後的信號構造新的乘積型覈函數,併變換到2維時間-時延域,沿時間和時延軸分彆做相位匹配變換和傅裏葉變換,在變換後的調頻率變化率-頻率平麵通過最大值的位置即可同時得到調頻率變化率和中心頻率的估計值,對補償掉相位的信號取均值併求模得到幅度值,從而實現二次調頻信號的參數估計和重構。可見,該方法避免瞭對所有相位參數的迭代搜索,提高瞭運算效率。最後,對單分量和多分量二次調頻信號的倣真結果證明瞭該方法的有效性。
해문제출일충기우개진승적형핵함수적이차조빈신호적삼수고계방법。수선,대신호승이자신적공액반전병주상위필배변환,통과적루후신호최대치위치득도신호적조빈솔고계치;연후,재보상도원신호적조빈솔,대해조빈(dechirp)후적신호구조신적승적형핵함수,병변환도2유시간-시연역,연시간화시연축분별주상위필배변환화부리협변환,재변환후적조빈솔변화솔-빈솔평면통과최대치적위치즉가동시득도조빈솔변화솔화중심빈솔적고계치,대보상도상위적신호취균치병구모득도폭도치,종이실현이차조빈신호적삼수고계화중구。가견,해방법피면료대소유상위삼수적질대수색,제고료운산효솔。최후,대단분량화다분량이차조빈신호적방진결과증명료해방법적유효성。
A new method for estimating parameters of quadratic frequency modulated signals is proposed basing on a product kernel function. Firstly, the signal is multiplied by its conjugate reverse signal with the phase-matching transformation being performed, and then the estimated value of the chirp rate can be obtained by searching one-dimension maximum position of accumulated signals. Secondly, the chirp rate of the signal is compensated and a new product kernel function for the dechirped signal is structured to transform it into the two-dimensional time-lag domain, and the phase-matching transformation and FFT respectively are performed along time and lag axis. As a result, by the maximum searching in the new change rate of the chirp rate-frequency domain after transformation, the estimated values of both the change rate of the chirp rate and the center frequency can be obtained, with the phase of the signal being able to compensated and the amplitude estimated by calculating the magnitude of its average, thereby leading to the reconstruction of the signal. It is shown that the proposed method precludes the iterative search of all phase parameters and improves the operational efficiency. Finally, the paper presents the simulated results that confirm the effectiveness of this method.