Super resolution direction finding technique of vortex electromagnetic wave radar in missing mode

IF 0.6 Q4 ENGINEERING, MECHANICAL
Huping Guo
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引用次数: 0

Abstract

Vortex electromagnetic waves have superior performance over electromagnetic waves. In order to improve the radar super-resolution lateralization technique in its missing modes, this study proposes to start from the perspective of mode missing. The missing modes are reconstructed using the Adaptive Step Size Gradient Descent (ASSGD) method by exploiting the features of the missing modes. The linear minimum mean square error (LMMSE) estimation method is also used to solve the problem of poor reconstruction accuracy due to the Missing Modes. The Missing Modes Iterative Adaptive Approach (MMIAA) algorithm and Missing Modes Sparse Learning via Iterative Minimization (MMSLIM) algorithm are then used. Minimization (MMSLIM) algorithm to recover missing modes. The results showed that the RMSEs of the recovery errors of MMSLIM, MMIAA and ASSGD were 0.16, 0.31 and 0.82 respectively at a modal missing ratio of 0.7, while ASSGD fails to recover the missing modal data at a modal missing ratio of 0.9. The overall data quality of the azimuthally estimated RMSE was average when the signal-to-noise ratio was at [–5, 10] dB. And the curve becomes flatter when it reaches 15 dB or more, indicating that MMSLIM, MMIAA has important theoretical and practical value.
涡旋电磁波雷达失模超分辨测向技术
涡流电磁波具有优于电磁波的性能。为了改进雷达超分辨率失模偏侧技术,本研究提出从失模角度入手。利用失模的特征,采用自适应步长梯度下降(ASSGD)方法对失模进行重构。线性最小均方误差(LMMSE)估计方法也用于解决由于丢失模式而导致的重建精度差的问题。然后使用缺失模式迭代自适应方法(MMIAA)算法和通过迭代最小化的缺失模式稀疏学习(MMSLIM)算法。最小化(MMSLIM)算法来恢复丢失的模式。结果表明,在模态缺失率为0.7时,MMSLIM、MMIAA和ASSGD的恢复误差的均方根误差分别为0.16、0.31和0.82,而在模态缺失比为0.9时,ASSGD无法恢复缺失的模态数据。当信噪比为[-5,10]dB时,方位估计RMSE的总体数据质量为平均值。当达到15dB或更高时,曲线变得更平坦,表明MMSLIM、MMIAA具有重要的理论和实用价值。
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来源期刊
Journal of Measurements in Engineering
Journal of Measurements in Engineering ENGINEERING, MECHANICAL-
CiteScore
2.00
自引率
6.20%
发文量
16
审稿时长
16 weeks
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