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Soil Moisture Retrieval by Active/Passive Microwave Remote Sensing Data

机译:主动/被动微波遥感数据反演土壤水分

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This study develops a new algorithm for estimating bare surface soil moisture using combined active / passive microwave remote sensing on the basis of TRMM (Tropical Rainfall Measuring Mission). Tropical Rainfall Measurement Mission was jointly launched by NASA and NASDA in 1997, whose main task was to observe the precipitation of the area in 40 ° N-40 ° S. It was equipped with active microwave radar sensors (PR) and passive sensor microwave imager (TMI). To accurately estimate bare surface soil moisture, precipitation radar (PR) and microwave imager (TMI) are simultaneously used for observation. According to the frequency and incident angle setting of PR and TMI, we first need to establish a database which includes a large range of surface conditions; and then we use Advanced Integral Equation Model (AIEM) to calculate the backscattering coefficient and emissivity. Meanwhile, under the accuracy of resolution, we use a simplified theoretical model (GO model) and the semi-empirical physical model (Qp Model) to redescribe the process of scattering and radiation. There are quite a lot of parameters effecting backscattering coefficient and emissivity, including soil moisture, surface root mean square height, correlation length, and the correlation function etc. Radar backscattering is strongly affected by the surface roughness, which includes the surface root mean square roughness height, surface correlation length and the correlation function we use. And emissivity is differently affected by the root mean square slope under different polarizations. In general, emissivity decreases with the root mean square slope increases in V polarization, and increases with the root mean square slope increases in H polarization. For the GO model, we found that the backscattering coefficient is only related to the root mean square slope and soil moisture when the incident angle is fixed. And for Qp Model, through the analysis, we found that there is a quite good relationship between Qpparameter and root mean square slope. So here, root mean square slope is a parameter that both models shared. Because of its big influence to backscattering and emissivity, we need to throw it out during the process of the combination of GO model and Qp model. The result we obtain from the combined model is the Fresnel reflection coefficient in the normal direction gama(0). It has a good relationship with the soil dielectric constant. In Dobson Model, there is a detailed description about Fresnel reflection coefficient and soil moisture. With the help of Dobson model and gama(0) that we have obtained, we can get the soil moisture that we want. The backscattering coefficient and emissivity data used in combined model is from TRMM/PR, TMI; with this data, we can obtain gama(0); further, we get the soil moisture by the relationship of the two parameters- gama(0) and soil moisture. To validate the accuracy of the retrieval soil moisture, there is an experiment conducted in Tibet. The soil moisture data which is used to validate the retrieval algorithm is from GAME-Tibet IOP98 Soil Moisture and Temperature Measuring System (SMTMS). There are 9 observing sites in SMTMS to validate soil moisture. Meanwhile, we use the SMTMS soil moisture data obtained by Time Domain Reflectometer (TDR) to do the validation. And the result shows the comparison of retrieval and measured results is very good. Through the analysis, we can see that the retrieval and measured results in D66 is nearly close; and in MS3608, the measured result is a little higher than retrieval resu in MS3637, the retrieval result is a little higher than measured result. According to the analysis of the simulation results, we found that this combined active and passive approach to retrieve the soil moisture improves the retrieval accuracy.
机译:这项研究开发了一种新的算法,该算法在TRMM(热带雨量测量任务)的基础上,采用主动/被动微波组合遥感技术来估算裸露的表层土壤水分。 NASA和NASDA于1997年共同发起了热带雨量测量任务,其主要任务是观察40°N-40°S区域内的降水。它配备了有源微波雷达传感器(PR)和无源传感器微波成像仪(TMI)。为了准确估算裸露的土壤水分,同时使用了降水雷达(PR)和微波成像仪(TMI)进行观测。根据PR和TMI的频率和入射角设置,我们首先需要建立一个包含大范围表面条件的数据库;然后我们使用高级积分方程模型(AIEM)来计算反向散射系数和发射率。同时,在分辨率的精度下,我们使用简化的理论模型(GO模型)和半经验物理模型(Qp模型)来重新描述散射和辐射过程。有很多影响后向散射系数和发射率的参数,包括土壤湿度,表面根均方根高度,相关长度和相关函数等。雷达反向散射受到表面粗糙度的强烈影响,包括表面根均方根粗糙度高度,表面相关长度和我们使用的相关函数。在不同的极化条件下,发射率受均方根斜率的影响不同。通常,发射率随着V极化的均方根斜率的增加而降低,而随着H极化的均方根斜率的增加而增加。对于GO模型,我们发现当入射角固定时,反向散射系数仅与均方根斜率和土壤水分有关。对于Qp模型,通过分析,我们发现Qp参数与均方根斜率之间存在很好的关系。因此,此处的均方根斜率是两个模型共享的参数。由于它对后向散射和发射率的影响很大,因此在GO模型和Qp模型结合的过程中需要将其丢弃。我们从组合模型获得的结果是法线方向gama(0)上的菲涅耳反射系数。它与土壤介电常数有很好的关系。在多布森模型中​​,有关于菲涅耳反射系数和土壤湿度的详细描述。借助我们获得的Dobson模型和gama(0),我们可以获得所需的土壤水分。组合模型中使用的后向散射系数和发射率数据来自TRMM / PR,TMI;有了这些数据,我们可以获得gama(0);此外,我们通过gama(0)和土壤水分这两个参数的关系得出土壤水分。为了验证土壤水分反演的准确性,在西藏进行了一项实验。用于验证检索算法的土壤水分数据来自GAME-Tibet IOP98土壤水分和温度测量系统(SMTMS)。 SMTMS中有9个观测点以验证土壤湿度。同时,我们使用时域反射仪(TDR)获得的SMTMS土壤水分数据进行验证。结果表明,检索结果与实测结果的比较非常好。通过分析可以看出,D66的检索和测量结果接近。在MS3608中,测量结果比检索结果略高。在MS3637中,检索结果略高于测量结果。根据对模拟结果的分析,我们发现这种主动和被动相结合的方法来检索土壤水分提高了检索精度。

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