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Attribution of growing season evapotranspiration variability considering snowmelt and vegetation changes in the arid alpine basins

机译:考虑干旱高山盆地的雪花和植被变化,日期季节蒸散变异性的蒸发变异

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Previous studies have successfully applied variance decomposition frameworks based on the Budyko equations to determine the relative contribution of variability in precipitation, potential evapotranspiration ( E 0 ), and total water storage changes ( Δ S ) to evapotranspiration variance ( σ ET 2 ) on different timescales; however, the effects of snowmelt ( Q m ) and vegetation ( M ) changes have not been incorporated into this framework in snow-dependent basins. Taking the arid alpine basins in the Qilian Mountains in northwest China as the study area, we extended the Budyko framework to decompose the growing season σ ET 2 into the temporal variance and covariance of rainfall ( R ), E 0 , Δ S , Q m , and M . The results indicate that the incorporation of Q m could improve the performance of the Budyko framework on a monthly scale; σ ET 2 was primarily controlled by the R variance with a mean contribution of 63?%, followed by the coupled R and M (24.3?%) and then the coupled R and E 0 (14.1?%). The effects of M variance or Q m variance cannot be ignored because they contribute 4.3?% and 1.8?% of σ ET 2 , respectively. By contrast, the interaction of some coupled factors adversely affected σ ET 2 , and the out-of-phase seasonality between R and Q m had the largest effect ( ? 7.6?%). Our methodology and these findings are helpful for quantitatively assessing and understanding hydrological responses to climate and vegetation changes in snow-dependent regions on a finer timescale.
机译:以前的研究基于Budyko方程成功地应用了方案分解框架,以确定沉淀,潜在的蒸发(E 0)的可变性的相对贡献,以及在不同时间尺度上蒸发蒸腾差异(ΔS)的总漏水变化(ΔS) ;然而,雪花(Q m)和植被(m)变化的影响尚未纳入雪依赖性盆地中的该骨架中。在中国西北部的祁连山中乘坐阿尔卑斯山脉作为研究区,我们扩展了Budyko框架,将不断增长的季节Σ等2分解为雨量(r),e 0,δs,q m的时间方差和协方差和m。结果表明,Q M的融合可以在月度规模上提高Budyko框架的表现; σET2主要由r差异控制,其平均贡献为63Ω%,其次是偶联的r和m(24.3〜%),然后偶联的r和e 0(14.1℃)。 M方差或Q M方差的影响不能忽略,因为它们分别贡献了4.3〜%和1.8?%ΣET2。相比之下,一些耦合因子的相互作用不利地影响σET2,r和q m之间的相位异常性具有最大的效果(?7.6?%)。我们的方法论和这些发现有助于定量评估和了解对雪依赖性地区的气候和植被变化的水文反应在更精细的时间表上。

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