使用机器的自学习方法理解云系统的结构和组织

Dwaipayan Chatterjee, Claudia Acquistapace, Hartwig Deneke, Susanne Crewell
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引用次数: 0

摘要

在本研究中,我们引入了一种自监督深度神经网络方法,将卫星图像划分为独立的云系统类别。这项工作的驱动问题是了解我们的算法是否可以捕获云的可变性并识别不同的云状态。最终,我们希望实现泛化,使该算法可以应用于看不见的数据,从而帮助从不断增加的卫星数据流中自动提取对大气科学和可再生能源应用重要的相关信息。我们使用从后处理的高分辨率气象卫星第二代(MSG)卫星数据中检索的云光学深度(COD)作为网络的输入。该网络的架构基于DeepCluster版本2,由卷积神经网络和多层感知器组成,然后是k-means算法。我们通过分析从交叉熵损失函数的逐步最小化中找到的质心和特征向量来探索网络的训练能力。通过使用基于多通道信息的附加MSG检索产品,我们得出了最佳的类数量来确定独立的云制度。我们在2013年的COD数据上测试了网络能力,发现训练后的神经网络可以洞察云系统的持久性和转移概率。对2015年数据的概化表明,我们的算法对未见数据有很好的处理能力,但结果依赖于云系统的空间尺度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Understanding cloud systems structure and organization using a machine’s self-learning approach
Abstract In this study, we introduce a self-supervised deep neural network approach to classify satellite images into independent classes of cloud systems. The driving question of the work is to understand whether our algorithm can capture cloud variability and identify distinct cloud regimes. Ultimately, we want to achieve generalization such that the algorithm can be applied to unseen data and thus help automatically extract relevant information important to atmospheric science and renewable energy applications from the ever-increasing satellite data stream. We use cloud optical depth (COD) retrieved from post-processed high-resolution Meteosat Second Generation (MSG) satellite data as input for the network. The network’s architecture is based on the DeepCluster version 2 and consists of a convolutional neural network and a multilayer perceptron, followed by a k-means algorithm. We explore the network’s training capabilities by analyzing the centroids and feature vectors found from progressive minimization of the cross entropy loss function. By making use of additional MSG retrieval products based on multi-channel information, we derive the optimum number of classes to determine independent cloud regimes. We test the network capabilities on COD data from 2013 and find that the trained neural network gives insights into the cloud systems’ persistence and transition probability. The generalization on the 2015 data shows good skills of our algorithm with unseen data, but results depend on the spatial scale of cloud systems.
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