首页> 外文期刊>Journal of Applied Remote Sensing >Conditioning of reflectance signals by linear diffusion for improving narrow-band ratio-based remotesensing bottom depth retrieval in shallow coastal waters
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Conditioning of reflectance signals by linear diffusion for improving narrow-band ratio-based remotesensing bottom depth retrieval in shallow coastal waters

机译:通过线性扩散调节反射信号以改善浅海沿岸基于窄带比率的遥感底部深度检索

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Ratio-based bottom depth-retrieval algorithms are conceptually simple relative to other algorithms and can be effective. The objective of this study was to determine the utility of imposing a spatial-smoothing assumption on three ratio-based, feed-forward remotesensing bathymetry algorithms: Polcyn et al., Stumpf et al., and Dierssen et al. We consider three smoothing operators: median, Savitzky-Golay, and linear diffusion with data fidelity, applied in three domains: spatial, spectral, and spectral-spatial. Thus, we consider nine smoothing methods. In addition, we consider two points at which smoothing is applied: one before the inversion process (pre-smoothing) and the other after the inversion process (postsmoothing). Our new formulations were tested with synthetic data, in situ remote-sensing reflectance, and simultaneous acoustic bathymetry, acquired in optically shallow waters. Analysis and results from the synthetic-data experiment indicate that pre-smoothing method is more effective than post-smoothing method. The field-data experiments indicate that spatial-domain smoothing is effective regardless of the type of smoothing operator, whereas spectral smoothing is not. Spectral-spatial-domain smoothing is as effective as spatial-domain smoothing, but is prone to over-segmentation. Effectiveness of spatial pre-smoothing was observed with every ratio-based inversion method, which suggests potential universal applicability of smoothing operators to ratio-based algorithms.
机译:基于比率的底部深度检索算法在概念上相对于其他算法是简单的,并且可能是有效的。这项研究的目的是确定在基于比率的前馈遥感测深算法的三种算法上施加空间平滑假设的效用:Polcyn等人,Stumpf等人和Dierssen等人。我们考虑了三个平滑算子:中值,Savitzky-Golay和具有数据保真度的线性扩散,应用于三个领域:空间,光谱和光谱空间。因此,我们考虑了九种平滑方法。另外,我们考虑在两点应用平滑:一个在反转过程之前(预平滑),另一个在反转过程之后(后平滑)。我们的新配方已通过合成数据,原位遥感反射率以及同时进行的声测深仪(在浅水浅水中采集)进行了测试。综合数据实验的分析和结果表明,预平滑方法比后平滑方法更有效。现场数据实验表明,不管平滑算子的类型如何,空间域平滑都是有效的,而频谱平滑则不是。频谱空间域平滑与空间域平滑一样有效,但易于过度分割。每种基于比率的反演方法都可以观察到空间预平滑的有效性,这表明平滑算符对基于比率的算法具有潜在的普遍适用性。

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