Accurate Slant Range Model Analysis of Geosynchronous SAR
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摘要: 由于地球同步轨道SAR(Geo-SAR)较高的轨道高度和较长的合成孔径时间,走-停(Stop-Go)假设所带来的误差必须予以考虑。该文推导并模拟了正圆轨道下地球同步轨道SAR(Geo-SAR)的精确回波延时方程,分析并仿真了其与 走-停模型误差。提出了一种等效中点模型,并通过仿真验证了该模型能很好地拟合精确距离历程。采用基于高阶多普勒参数的多项式拟合对等效中点模型和走-停模型的斜距历程进行展开,借助Legendre正交级数展开定量分析了走-停模型所带来的各个幂次的斜距误差,进而分析了各幂次斜距误差对于聚焦效果的影响。通过点目标仿真证明了走-停模型应用于Geo-SAR的局限性与等效中点模型的有效性。
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关键词:
- 地球同步轨道合成孔径雷达 /
- 走-停模型误差 /
- 正交级数展开 /
- 等效中点模型
Abstract: Due to the high orbit and long synthetic aperture time of Geosynchronous SAR (Geo-SAR), the error brought by the Stop-Go assumption has to be considered. In this paper, an accurate signal propagation delay time equation of Geo-SAR based on circle orbit is presented, and the error of Stop-Go assumption is shown by simulation. An equivalent position model is proposed, and is validated through simulation. Error of different powers of Stop-Go slant range is analyzed using Legendre orthogonal series expansion. The limitation of Stop-Go assumption and the availability of Equivalent Position mode are proved by point target simulation.
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