参数化调频雷达波形梯度优化的备选“基础”

Bahozhoni White, Matthew B. Heintzelman, S. Blunt
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引用次数: 3

摘要

即使对于固定的时间带宽积,由于其相位连续性,可以产生无限可能的频谱形随机调频(RFM)波形。此外,某些RFM类依赖于由可以优化的底层参数缩放的强制基类结构(例如,梯度下降和贪婪搜索已被证明)。因为这些结构必须包括相对于3db带宽的过采样,以考虑到足够的频谱滚降(必须在硬件中物理实现),它们不是真正的基(即不是方形的)。因此,任何单独的结构都不能代表所有可能的波形,由给定结构产生的波形往往具有相似的属性。在这里,我们检查这些属性为一些特定的设计结构,这可能会告知他们的选择为给定的雷达应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Alternative “Bases” for Gradient-Based Optimization of Parameterized FM Radar Waveforms
Even for a fixed time-bandwidth product there are infinite possible spectrally-shaped random FM (RFM) waveforms one could generate due to their being phase-continuous. Moreover, certain RFM classes rely on an imposed basis-like structure scaled by underlying parameters that can be optimized (e.g. gradient-descent and greedy search have been demonstrated). Because these structures must include oversampling with respect to 3-dB bandwidth to account for sufficient spectral roll-off (necessary to be physically realizable in hardware), they are not true bases (i.e. not square). Therefore, any individual structure cannot represent all possible waveforms, with the waveforms generated by a given structure tending to possess similar attributes. Here we examine these attributes for some particular design structures, which may inform their selection for given radar applications.
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