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Research on Improved Algorithm of Frequency Estimation Based on Complex Modulation

机译:基于复调制的频率估计改进算法研究

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Achieving precision frequency estimation plays an important role in radar signal processing, especially on the aspects of target recognition, tracking and location. Applying Fast Fourier Transformation to analyze the spectrum is convenient whereas fence effect and spectrum leakage cannot be easily denied and the error is too much to satisfy practical engineering requirement. Zoom FFT algorithm, a complex modulation algorithm, provides advantages in spectrum analysis and frequency estimation while the magnification time is limited. A method utilizing Newton Interpolation is proposed to improve the precision of frequency estimation, which the requirement of magnification time is unessential. The corresponding frequency correction equations are derived and two scenarios are illustrated to depict the performance of the proposed method. The simulation results verified that the method had an awesome effect on frequency estimation and the error of frequency measurement decreased an average by 30% compared to Zoom FFT algorithm. The real ranging system also indicated that the proposed method could improve ranging precision.
机译:实现精确的频率估计在雷达信号处理中起着重要作用,尤其是在目标识别,跟踪和定位方面。应用快速傅里叶变换来分析频谱很方便,而栅栏效应和频谱泄漏则不能轻易否认,并且误差太大,无法满足实际工程需求。 Zoom FFT算法是一种复杂的调制算法,在放大时间有限的情况下,在频谱分析和频率估计方面具有优势。提出了一种利用牛顿插值的方法来提高频率估计的精度,该方法对放大时间的要求不是必须的。推导了相应的频率校正方程,并举例说明了两种情况来描述所提出方法的性能。仿真结果表明,与Zoom FFT算法相比,该方法对频率估计效果显着,频率测量误差平均降低了30%。实际测距系统还表明,该方法可以提高测距精度。

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