首页> 外文期刊>IEEE Transactions on Geoscience and Remote Sensing >Estimation of Soil Moisture and Surface Roughness From Single-Polarized Radar Data for Bare Soil Surface and Comparison With Dual- and Quad-Polarization Cases
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Estimation of Soil Moisture and Surface Roughness From Single-Polarized Radar Data for Bare Soil Surface and Comparison With Dual- and Quad-Polarization Cases

机译:利用裸地表单极化雷达数据估算土壤水分和地表粗糙度,并与双极化和四极化案例进行比较

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摘要

A new inversion algorithm was developed to determine the surface roughness and soil moisture content of a bare soil surface from a temporal data set of single-polarized radar measurements. This inversion algorithm is simple as it is based on a well-known empirical scattering model, thereby avoiding time-consuming data training. For a temporal data set of single-polarized (VV-, HH-, or VH-polarization) radar measurements, possible combinations of surface root-mean-square (rms) height $(h_{rm rms})$ and soil moisture contents $(Mv)$ for each measurement were first computed using the scattering model, and all results were then juxtaposed in an $h_{rm rms}{ - }Mv$ plane. Both the surface rms height and the soil moisture content were retrieved using their possibility distributions on the juxtaposed curves. The estimated soil moisture contents and surface rms heights using the juxtaposition/possibility method for single-polarized “time-series” data sets were compared with in situ field measurements and also the retrieval outputs of the inversion algorithms for dual- and quad-polarized “snapshot” data sets. The temporal VV-polarization data sets provided the greatest accuracy among single-polarization cases, with a correlation coefficient of 0.911 and an rmse of 0.034 $hbox{cm}^{3}/hbox{cm}^{3}$ .
机译:开发了一种新的反演算法,可从单极化雷达测量的时间数据集中确定裸露土壤表面的表面粗糙度和土壤水分含量。这种反演算法很简单,因为它基于众所周知的经验散射模型,从而避免了耗时的数据训练。对于单极化(VV,HH或VH极化)雷达测量的时间数据集,表面均方根(rms)高度$(h_ {rm rms})$和土壤水分含量的可能组合首先使用散射模型计算每次测量的$(Mv)$,然后将所有结果并置在$ h_ {rm rms} {-} Mv $平面中。使用并列曲线上的可能性均值,可以检索表面均方根高度和土壤水分含量。使用并置/可能性方法对单极化“时间序列”数据集估算的土壤水分含量和地表均方根高度与原位实测值进行了比较,并且对双极化和四极化“快照”数据集。时间VV极化数据集在单极化情况下提供了最高的准确性,相关系数为0.911,均方根值为0.034 $ hbox {cm} ^ {3} / hbox {cm} ^ {3} $。

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