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Exploring the link between multiscale entropy and fractal scaling behavior in near-surface wind

机译:探索近地表风中多尺度熵与分形尺度行为之间的联系

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摘要

The equivalency between the power law behavior of Multiscale Entropy (MSE) and of power spectra opens a promising path for interpretation of complex time-series, which is explored here for the first time for atmospheric fields. Additionally, the present manuscript represents a new independent empirical validation of such relationship, the first one for the atmosphere. The MSE-fractal relationship is verified for synthetic fractal time-series covering the full range of exponents typically observed in the atmosphere. It is also verified for near-surface wind observations from anemometers and CFSR re-analysis product. The results show a ubiquitous β ≈ 5/3 behavior inside the inertial range. A scaling break emerges at scales around a few seconds, with a tendency towards 1/f noise. The presence, extension and fractal exponent of this intermediate range are dependent on the particular surface forcing and atmospheric conditions. MSE shows an identical picture which is consistent with the turbulent energy cascade model: viscous dissipation at the small-scale end of the inertial range works as an information sink, while at the larger (energy-containing) scales the multiple forcings in the boundary layer act as widespread information sources. Another scaling transition occurs at scales around 1–10 days, with an abrupt flattening of the spectrum. MSE shows that this transition corresponds to a maximum of the new information introduced, occurring at the time-scales of the synoptic features that dominate weather patterns. At larger scales, a scaling regime with flatter slopes emerges extending to scales larger than 1 year. MSE analysis shows that the amount of new information created decreases with increasing scale in this low-frequency regime. Additionally, in this region the energy injection is concentrated in two large energy peaks: daily and yearly time-scales. The results demonstrate that the superposition of these periodic signals does not destroy the underlying scaling behavior, with both periodic and fractal terms playing an important role in the observed wind time-series.
机译:多尺度熵(MSE)的幂律行为与功率谱之间的等价性为解释复杂的时间序列开辟了一条有希望的道路,这是本文首次在大气领域中进行探索。此外,本手稿代表了这种关系的新的独立的经验验证,这是第一个针对大气的关系。针对合成分形时间序列验证了MSE分形关系,该分形时间序列涵盖了通常在大气中观察到的所有指数范围。还通过风速计和CFSR再分析产品对近地表风观测进行了验证。结果表明,在惯性范围内,普遍存在β≈5/3行为。在几秒钟的刻度上会出现水垢破裂,并趋向于1 / f噪声。该中间范围的存在,扩展和分形指数取决于特定的表面强迫和大气条件。 MSE展示了一张与湍流能量级联模型一致的图:惯性范围的小范围末端的粘性耗散起着信息汇的作用,而较大的(包含能量的)范围内的粘滞力作用于边界层充当广泛的信息源。另一个标度转换发生在大约1-10天的标度上,频谱突然变平。 MSE表明,这种转变对应于引入的新信息的最大值,发生在主导天气模式的天气特征的时标上。在更大的规模上,出现了具有更平缓坡度的缩放机制,扩展到大于1年的规模。 MSE分析表明,在这种低频状态下,创建的新信息量随着规模的增加而减少。另外,在该区域中,能量注入集中在两个大的能量峰上:每日和每年的时间尺度。结果表明,这些周期性信号的叠加不会破坏潜在的缩放行为,周期性和分形项在观测的风时间序列中都起着重要作用。

著录项

  • 期刊名称 PLoS Clinical Trials
  • 作者

    Miguel Nogueira;

  • 作者单位
  • 年(卷),期 2012(12),3
  • 年度 2012
  • 页码 e0173994
  • 总页数 19
  • 原文格式 PDF
  • 正文语种
  • 中图分类
  • 关键词

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