The Mansurov effect: Statistical significance and the role of autocorrelation

IF 4.3 3区 材料科学 Q1 ENGINEERING, ELECTRICAL & ELECTRONIC
J. Edvartsen, V. Maliniemi, H. Nesse Tyssøy, T. Asikainen, S. Hatch
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引用次数: 1

Abstract

The Mansurov effect is related to the interplanetary magnetic field (IMF) and its ability to modulate the global electric circuit, which is further hypothesized to impact the polar troposphere through cloud generation processes. We investigate the connection between IMF By-component and polar surface pressure by using daily ERA5 reanalysis for geopotential height since 1980. Previous studies produce a 27-day cyclic response during solar cycle 23 which appears to be significant according to conventional statistical tests. However, we show here that when statistical tests appropriate for strongly autocorrelated variables are applied, there is a fairly high probability of obtaining the cyclic response and associated correlation merely by chance. Our results also show that data from three other solar cycles, produce similar cyclic responses as during solar cycle 23, but with seemingly random offset in respect to timing of the signal. By generating random normally distributed noise with different levels of temporal autocorrelation, and using the real IMF By-time series as forcing, we show that the methods applied to support the Mansurov hypothesis up to now, are highly susceptible to random chance, as cyclic patterns always arise as artefacts of the methods. Potential non-stationary behavior of the Mansurov effect makes it difficult to achieve solid statistical significance on decadal time scales. We suggest more research on, e.g., seasonal dependence of the Mansurov effect to understand better potential IMF effects in the atmosphere.
曼苏罗夫效应:统计学意义和自相关作用
曼苏罗夫效应与行星际磁场(IMF)及其调制全球电路的能力有关,进一步假设全球电路通过云层生成过程影响极地对流层。通过对1980年以来位势高度的每日ERA5再分析,我们研究了IMF By分量与极地表面压力之间的关系。先前的研究在太阳周期23期间产生了27天的循环响应,根据传统的统计测试,这似乎是显著的。然而,我们在这里表明,当应用适用于强自相关变量的统计测试时,仅仅偶然获得循环响应和相关相关性的概率相当高。我们的结果还表明,来自其他三个太阳周期的数据产生了与太阳周期23相似的周期响应,但相对于信号的时序似乎有随机偏移。通过生成具有不同时间自相关水平的随机正态分布噪声,并使用真实的IMF By时间序列作为强迫,我们表明,到目前为止,用于支持Mansurov假设的方法非常容易受到随机机会的影响,因为循环模式总是作为方法的伪影出现。曼苏罗夫效应的潜在非平稳行为使其难以在十年时间尺度上获得可靠的统计显著性。我们建议对曼苏罗夫效应的季节依赖性进行更多的研究,以更好地了解IMF在大气中的潜在影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
7.20
自引率
4.30%
发文量
567
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