Burki Jehanzeb, Barnes Christopher F
Department of Electrical and Computer Engineering, Georgia Institute of Technology, Atlanta, Ga 30332, USA.
IEEE Trans Image Process. 2008 Oct;17(10):1900-7. doi: 10.1109/TIP.2008.2002161.
Fourier analysis-based focusing of synthetic aperture radar (SAR) data collected during circular flight path is a recent advancement in SAR signal processing. This paper uses the Householder transform to obtain a ground plane circular SAR (CSAR) signal phase history from the slant plane CSAR phase history by inverting the linear shift-varying system model, thereby circumventing the need for explicitly computing a pseudo-inverse. The Householder transform has recently been shown to have improved error bounds and stability as an underdetermined and ill-conditioned system solver, and the Householder transform is computationally efficient.
基于傅里叶分析的圆形飞行路径采集的合成孔径雷达(SAR)数据聚焦是SAR信号处理中的一项最新进展。本文通过对线性时变系统模型求逆,利用豪斯霍尔德变换从斜平面CSAR相位历程中获取地平面圆形SAR(CSAR)信号相位历程,从而避免了显式计算伪逆的需求。最近的研究表明,豪斯霍尔德变换作为一种欠定和病态系统求解器,具有改进的误差界和稳定性,并且计算效率高。