期刊文献+
共找到2篇文章
< 1 >
每页显示 20 50 100
空间波法测地物介电常数的反演方法 被引量:3
1
作者 夏明耀 陈志雨 《电子科学学刊》 CSCD 1999年第2期252-257,共6页
空间波法适合于测量大面积目标的介电常数,所以是测量地物微波介电特性的一种较好的方法。这种方法从测量数据反演复介电常数要用菲涅尔公式,如果测量数据包含相位信息,则反演是简单的;但是如果测量数据只是幅度,则反演过程需要求解一... 空间波法适合于测量大面积目标的介电常数,所以是测量地物微波介电特性的一种较好的方法。这种方法从测量数据反演复介电常数要用菲涅尔公式,如果测量数据包含相位信息,则反演是简单的;但是如果测量数据只是幅度,则反演过程需要求解一个二次非线性方程组,以往都采用近似的数字迭代求解,迭代过程对初值和测量数据本身都太敏感,解的存在性、唯一性和稳定性难以判定。本文给出了严格的解析反演法,并证明了解的唯一性和反演结果对测量误差的敏感性。 展开更多
关键词 空间波法 地物介电常数 解析反演法 微波遥感
下载PDF
Brightness Temperature Model of Sea Foam Layer at L-band 被引量:1
2
作者 LIU Shubo JIA Yanxia +1 位作者 QI Zhen WEI Enbo 《Journal of Ocean University of China》 SCIE CAS 2015年第1期38-46,共9页
Permittivity of a sea foam layer is very important in investigating ocean brightness temperature model. At microwave frequency, the Rayleigh method is developed to estimate the effective permittivity of the sea foam l... Permittivity of a sea foam layer is very important in investigating ocean brightness temperature model. At microwave frequency, the Rayleigh method is developed to estimate the effective permittivity of the sea foam layer. To simplify the tedious calculation of sea foam effective permittivity at L band (1.4GHz), Pade' approximation is adopted to fit the sea foam effective permittivity computed by the Rayleigh method. With this fitting formula, a new brightness temperature model of sea foam layer defined by certain geophysical parameters, such as air volume fraction (AVF), sea surface temperature (SST), sea surface salinity (SSS) and thickness of foam layer d, is given. Furthermore, the sensitivities of the brightness temperature model to SST, SSS, d and AVF of a sea foam layer at L band are discussed. The sensitivities are ranked from most to least in the order: (1) d; (2) AVF; (3) SSS; (4) SST. This result indicates that the measurement errors old and AVF have significant impacts on the retrievals of SSS and SST. With the experimental brightness temperature data, the SSS and AFV are retrieved by cost function. 展开更多
关键词 sea foam permittivity Rayleigh method Pade' approximation
下载PDF
上一页 1 下一页 到第
使用帮助 返回顶部