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星载合成孔径微波辐射计的反演公式 被引量:4

The Reconstruction Formula of Synthetic Aperture Microwave Radiometer on Satellite
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摘要 本文利用相关理论对星载合成孔径微波辐射计(简称SAMR)进行了详细的分析和探讨,给出它对地物辐射响应的一般表达式.当地物辐射源为非相关时,得到窄带SAMR对地物亮温度分布的反演公式.当地物辐射源为相关时,论述了辐射计的输出不含地物亮温度分布有用信息. This paper inquires in detail the synthetic aperturemicrowave radiometer(SAMR) on satellite according to the coherent theory, and presents the generalexpression for the SAMR respones to the earth's radiation. When the earth's radicationsource is incoherent, the formula for reconstructing the earth's brightnesstemperature distribution is derived for the narrow- band SAMR. When the earth's radiation soure is coherent, the SAMR outputs do not include the usefrulinformation about the earth's brightness temperature distribution.
出处 《微波学报》 CSCD 北大核心 1994年第4期20-27,共8页 Journal of Microwaves
关键词 星载 合成孔径 微波辐射计 反演公式 synthetic aperture, microwave radiometer, reconstruction, visibility, brightness temperature.
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  • 1王绶--,射电天文方法,1988年

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  • 1何宝宇,吴季.二维综合孔径微波辐射计圆环结构天线阵及其稀疏方法[J].电子学报,2005,33(9):1607-1610. 被引量:10
  • 2Thompson A R, Moran J M, Swenson G W. Interferometry and Synthesis in Radio Astronomy[ M]. 2nd ed. New York: John Wiley & Sons Inc, 2001.
  • 3Moffet A T. Minimum-redundancy linear arrays [ J ]. IEEE Trans Antennas Propagat, 1968, 16(2) : 172-175.
  • 4Ruf C S, Swift C T, Tanner A B, et al. Interferometric synthetic aperture microwave radiometry for the remote sensing of the earth [ J ]. IEEE Trans GeoSci Remote Sensing, 1988, 26(5) : 597-611.
  • 5Chow Y L. Comparison of some correlation array configurations for radio astronomy [ J ]. IEEE Trans Antennas Propagat, 1970, 18:567-569.
  • 6Kraft U R. Two-dimensional aperture synthesis radiometers in a low earth orbit mission and instrument analysis [C]. Proc IEEE IGARSS'96, Lincoln: IEEE Press, 1996. 866-868.
  • 7Pearson D, Pillai S U, Lee Y. An algorithm for near-optimal placement of sensor elements [ J ]. IEEE Trans Inform Theory, 1990, 36(6) : 1280-1284.
  • 8Haselgrove C B, Leech J. Note on restricted difference bases[J]. J London Math Soc, 1957, 32:228-231.
  • 9Leech J. On the representation of 1,2,...,by differences[J]. J London Math Soc, 1956, 31 : 160-169.
  • 10Wichmann B. A note on restricted difference bases [ J ]. J London Math Soc, 1963, 38:465466.

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