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Restoration of Time-Spatial Scales in Global Temperature Data
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作者 Igor Zurbenko Ming Luo 《American Journal of Climate Change》 2012年第3期154-163,共10页
The objective of this paper is to utilize images of spatial and temporal fluctuations of temperature over the Earth to study the global climate variation. We illustrated that monthly temperature observations from weat... The objective of this paper is to utilize images of spatial and temporal fluctuations of temperature over the Earth to study the global climate variation. We illustrated that monthly temperature observations from weather stations could be decomposed as components with different time scales based on their spectral distribution. Kolmogorov-Zurbenko (KZ) filters were applied to smooth and interpolate gridded temperature data to construct global maps for long-term (≥ 6 years) trends and El Nino-like (2 to 5 years) movements over the time period of 1893 to 2008. Annual temperature seasonality, latitude and altitude effects have been carefully accounted for to capture meaningful spatiotemporal patterns of climate variability. The result revealed striking facts about global temperature anomalies for specific regions. Correlation analysis and the movie of thermal maps for El Nino-like component clearly supported the existence of such climate fluctuations in time and space. 展开更多
关键词 Separation of Scales Kolmogorov-Zurbenko filtration in time and Space Climate Variability El Nino-like Movement Global Long Term Trend Spectral Analysis Correlation Analysis Temporal-Spatial Data
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LARGE TIME STABILITY OF THE S0LUTION OF A FILTRATION PROBLEM
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作者 黄志达 《Acta Mathematicae Applicatae Sinica》 SCIE CSCD 1989年第3期198-207,共10页
We discuss a filtration problem in a bounded one-dimensional porous medium. Suppose that the.volumetric moisture content at the surface is constant, and the bottom is impermeable. We prove thatthe solution will tend u... We discuss a filtration problem in a bounded one-dimensional porous medium. Suppose that the.volumetric moisture content at the surface is constant, and the bottom is impermeable. We prove thatthe solution will tend uniformly to a stable solution of the filtration equation as time tends to infinity.An explicit expression of the limiting profile is given. 展开更多
关键词 LARGE time STABILITY OF THE S0LUTION OF A filtration PROBLEM
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