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Using a stacked-autoencoder neural network model to estimate sea state bias for a radar altimeter

机译:使用堆叠式自动编码器神经网络模型估算雷达高度计的海况偏差

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摘要

This paper constructed a stacked-autoencoder neural network model (SAE model) to estimate sea state bias (SSB) based on radar altimeter data. Six cycles of the geophysical data record (GDR) from Jason-1/2 radar altimeters were used as a training dataset, and the other 2 cycles of the GDR from Jason-1/2 were used for testing. The inputs to this SAE model include the significant wave height (SWH), wind speed (U), sea surface height (SSH), backscatter coefficient (σ0) and automatic gain control (AGC), and the model outputs the SSB. The model includes one input layer, three hidden layers and one output layer. The SSBs in the GDR of Jason-1/2 were obtained from a nonparametric model based on the SWH and U as input variables; thus, the model has high accuracy but low efficiency. The SSBs in the GDR of HY-2A were computed using a four-parameter parametric model that uses the SWH and U as input variables; therefore, this model’s computational speed is high but its accuracy is low. Thus, we used the HY-2A radar altimeter as an unseen validation dataset to evaluate the performance of the SAE model. Then, we analyzed the contrasting results of these methods, including the differences in the SSB, explained variance, residual error and operational efficiency. The results demonstrate not only that the accuracy of the SAE model is superior to that of the conventional parametric model but also that its operational efficiency is better than that of the nonparametric model.
机译:本文构建了一个堆叠式自动编码器神经网络模型(SAE模型),以基于雷达高度计数据估算海况偏差(SSB)。来自Jason-1 / 2雷达高度计的六个周期的地球物理数据记录(GDR)被用作训练数据集,而来自Jason-1 / 2的GDR的其他两个周期被用于测试。该SAE模型的输入包括有效波高(SWH),风速(U),海面高度(SSH),反向散射系数(σ0)和自动增益控制(AGC),并且该模型输出SSB。该模型包括一个输入层,三个隐藏层和一个输出层。 Jason-1 / 2的GDR中的SSB是从以SWH和U为输入变量的非参数模型中获得的;因此,该模型精度高,效率低。使用一个以SWH和U作为输入变量的四参数参数模型来计算HY-2A的GDR中的SSB。因此,该模型的计算速度较高,但准确性较低。因此,我们使用HY-2A雷达高度计作为看不见的验证数据集来评估SAE模型的性能。然后,我们分析了这些方法的对比结果,包括SSB的差异,解释的方差,残差和操作效率。结果表明,不仅SAE模型的精度优于传统参数模型,而且其运行效率也优于非参数模型。

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