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首页> 外文期刊>International Journal of Applied Mathematics & Statistics >Dynamic Harmonic Regression Modelling with the Minimum/Maximum Temperatures of Umuahia
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Dynamic Harmonic Regression Modelling with the Minimum/Maximum Temperatures of Umuahia

机译:Umuahia最小/最大温度的动态谐波回归建模

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摘要

Air surface temperature is one of the most important environmental factors that serve as a climate change indicator. A separate analysis on the minimum and maximum temperatures would be more informative than on the average temperature. The data used spanned over 30 years (1988 - 2017) separately available for minimum and maximum temperatures. Dynamic harmonic regression methods were successfully applied to the minimum/maximum temperature series where the error components were allowed to correlate but with innovations that follows a WN distribution. Minimum temperature series was detected to have a linear trend, double seasonal periods of 6 months (semi-annual) cycle and 12 months (annual) cycle, this multiple seasonality is usually ignored by most traditional time series methods, however, this was adequately handled using Fourier series. The increase in mean surface air temperature in Umuahia metropolis and its environs is believed to be due to the increase in the minimum temperatures rather than in the maximum temperatures, the minimum temperature was found to be increasing at the rate of 0.024°C yearly and 0.7°C over 29 years period, whereas the maximum temperature was significantly stable over the said period.
机译:空气表面温度是最重要的环境因素之一,作为气候变化指标。对最小和最高温度的单独分析比平均气温更丰富。使用的数据超过30年(1988 - 2017)分别可用于最小和最大温度。动态谐波回归方法成功应用于允许误差分量的最小/最大温度系列相关,但随着WN分布的创新。检测到最小温度系列以具有线性趋势,双重季节性期6个月(半年)周期和12个月(年度)周期,这种多种季节性通常被大多数传统的时间序列方法忽略,然而,这是充分处理的使用傅立叶系列。 Umuahia Metropolis的平均表面空气温度的增加及其环境被认为是由于最小温度的增加而不是在最大温度下,发现最小温度以0.024°C的速度增加和0.7 °C超过29年,而最高温度在所述时期显着稳定。

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