基于季节自回归综合移动平均模型的复杂环境指数自适应有损压缩

Ugur Çayoglu, P. Braesicke, T. Kerzenmacher, Jörg Meyer, A. Streit
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引用次数: 2

摘要

计算资源的显著增加使开发更复杂和空间分辨率更高的天气和气候模式成为可能。因此,数据同化系统以及天气和气候模拟产生的输出量正在迅速增加,例如,由于更高的空间分辨率、更多的实现和更高频率的数据。然而,尽管由于更好的可伸缩性程序代码和内核数量的增加,计算性能得到了显著提高,但存储容量的增长却非常缓慢。解决数据存储问题的一种方法是数据压缩。本文通过改进对厄尔尼诺-无南方涛动(ENSO)、北大西洋涛动(NAO)和准两年一次涛动(QBO)等已建立的天气和气候指数的压缩,为环境数据压缩奠定了基础。我们通过使用基于自动回归综合移动平均(ARIMA)模型的统计方法来研究压缩这些指数的选项。引入的自适应压缩方法表明,采用一种能够以较高的精度保留所选数据的自适应压缩方法,可以提高有损压缩数据的精度。我们的分析显示,这些指标没有可能进行无损压缩。然而,由于ARIMA模型能够捕获所有相关的时间变异性,因此不需要无损压缩,有损压缩是可以接受的。基于有损压缩数据的重建可以高度再现所选指数,从而保留了描述气候动力学所需的统计相关信息。采用日指数和月指数对(季节性)ARIMA模型的性能进行了检验。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Adaptive Lossy Compression of Complex Environmental Indices Using Seasonal Auto-Regressive Integrated Moving Average Models
Significant increases in computational resources have enabled the development of more complex and spatially better resolved weather and climate models. As a result the amount of output generated by data assimilation systems and by weather and climate simulations is rapidly increasing e.g. due to higher spatial resolution, more realisations and higher frequency data. However, while compute performance has increased significantly because of better scaling program code and increasing number of cores the storage capacity is only increasing slowly. One way to tackle the data storage problem is data compression. Here, we build the groundwork for an environmental data compressor by improving compression for established weather and climate indices like El Ni~no Southern Oscillation (ENSO), North Atlantic Oscillation (NAO) and Quasi-Biennial Oscillation (QBO). We investigate options for compressing these indices by using a statistical method based on the Auto Regressive Integrated Moving Average (ARIMA) model. The introduced adaptive approach shows that it is possible to improve accuracy of lossily compressed data by applying an adaptive compression method which preserves selected data with higher precision. Our analysis reveals no potential for lossless compression of these indices. However, as the ARIMA model is able to capture all relevant temporal variability, lossless compression is not necessary and lossy compression is acceptable. The reconstruction based on the lossily compressed data can reproduce the chosen indices to such a high degree that statistically relevant information needed for describing climate dynamics is preserved. The performance of the (seasonal) ARIMA model was tested with daily and monthly indices.
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