使用PolarMetrics R软件包量化不同环境变量的季节模式

B. G. Brooks, Danny C. Lee, Lars Y. Pomara, W. Hargrove, A. Desai
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引用次数: 1

摘要

某些环境过程虽然有影响,但本质上难以用传统的时间序列分析来量化和检测,特别是在具有不同季节进展的变量之间。仅在一个季节的一部分出现的干扰(例如,春季落叶)或微妙的气候变化,在存在其他变率的情况下发生时,可能对探测构成挑战。增加采样率或甚至增加新的传感器可能无法揭示预期的模式。涡旋相关塔数据是一个有用的例子,其中各种环境驱动因素影响整个信号,产生噪声和看似不协调的变化。虽然涡流通量数据是丰富的信息表示,但在信号中区分预期的季节性响应可能具有挑战性,特别是在驾驶员可能有快速或滞后响应的情况下。传统的解决方案可能是分析并有效地平滑每天到每月的数据间隔。然而,这种平滑的数据不会显示出相同的方差,随后的回归可能无法将特定季节的关系和异常隔离开来。本文介绍并演示了新开发的R软件包PolarMetrics的使用,该软件包用于使用极地(圆形)方法分析来自一个AmeriFlux塔的20年数据,该方法将数据量减少到一组较小的衍生季节时序和幅度指标。极地指标量化了输入变量的年周期,并允许对季节性的强度和时间进行直接比较。虽然对所有年份进行分析得出的是一个概率性结果,但对每年进行分析的特征是年际变化。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Quantifying Seasonal Patterns in Disparate Environmental Variables Using the PolarMetrics R Package
Certain environmental processes, while influential, are inherently difficult to quantify and detect using traditional time series analyses, particularly among variables with different seasonal progressions. Disturbances that only manifest in part of a season (e.g., spring defoliation) or subtle climate shifts can pose detection challenges when they occur in the presence of other variability. Increasing sampling rates or even adding new sensors may not reveal the anticipated patterns. Eddy covariance tower data are a useful example for which various environmental drivers influence the overall signal, contributing noise and seemingly discordant variation. While eddy flux data are a rich representation of information, distinguishing expected seasonal responses within a signal can be challenging, especially where drivers may have either fast or lagged responses. A conventional solution might be to analyze and effectively smooth the data over daily to monthly intervals. However, such smoothed data will not exhibit the same variance, and subsequent regressions may not isolate relationships and anomalies to specific seasons. This paper introduces and demonstrates the use of a newly developed R software package, PolarMetrics, which is used to analyze 20 years of data from one AmeriFlux tower using a polar (circular) approach that reduces data volume to a smaller set of derived seasonal timing and magnitude metrics. Polar metrics quantify the annual cycle of input variables, and permit direct comparison of the strength and timing of seasonality. While performing the analysis over all years produces a synoptic result, analyzing year-by-year characterizes interannual variability.
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