Chinese Journal of Plant Ecology >
Temporal and spatial variation characteristics and different calculation methods for the key parameter αe in the generalized complementary principle of evapotranspiration
Received date: 2021-08-12
Accepted date: 2021-10-30
Online published: 2022-01-05
Supported by
Sichuan Science and Technology Program(2021YFH0082);National Natural Science Foundation of China(42001022)
Aims The generalized complementary principle of evapotranspiration is one of the important methods to estimate evapotranspiration when the observed data are scarce. In implementing this method, an accurate estimation of parameter αe is critical. The temporal and spatial variation of αe and the applicability of different methods for calculating αe were investigated at eight flux stations under different climatic conditions and ecosystem types in China.
Methods Firstly, the annual and monthly values of αe were calibrated based on the measured data. The spatiotemporal variability of αe was investigated and the influence of αe with different temporal scales on the calculation accuracy of the generalized complementarity principle model were compared. Considering that αe can not be calibrated without measured evapotranspiration data, the applicability of two statistical models of annual αe values based on aridity index (AI)(Liu method and Brutsaert method) were evaluated to determine whether αe can be determined using AI. Finally, the error sources of each calculation method were analyzed.
Important findings αe value varies with season, and the monthly variations of αe differ among different flux stations. In terms of spatial variation, the annual values of αe at humid sites were larger than those at arid sites. The αe calculated by Liu method and Brutsaert method were close to the calibrated values. In applying the generalized complementary principle model, high simulation accuracy can be achieved by using the calibrated annual αe, and the accuracy can be further improved by using the monthly αe. Two AI-based methods also achieved accurate simulation results, which further confirmed the potential of predicting αe based on AI in the absence of observed data. The generalized complementary principle model can simulate the annual variation trend of evapotranspiration when using annual αe, but the estimated value were biased in some months. The evapotranspiration calculated by Liu method and Brutsaert method were underestimated in summer months of the drought sites, which may be caused by the fact that the AI was overestimated in summer months when rainfall was concentrated. The results further demonstrate the potential of the generalized complementary principle in estimating evapotranspiration in a wide range of natural environments.
HUANG Ying, CHEN Zhi, SHI Zhe, XIONG Bo-Wen, YAN Chun-Hua, QIU Guo-Yu . Temporal and spatial variation characteristics and different calculation methods for the key parameter αe in the generalized complementary principle of evapotranspiration[J]. Chinese Journal of Plant Ecology, 2022 , 46(3) : 300 -310 . DOI: 10.17521/cjpe.2021.0292
| [1] | Ai ZP, Wang QX, Yang YH, Manevski K, Zhao X, Eer DN (2017). Estimation of land-surface evaporation at four forest sites across Japan with the new nonlinear complementary method. Scientific Reports, 7, 17793. DOI: 10.1038/s41598-017-17473-0. |
| [2] | Allen RG, Pereira LS, Raes D, Smith M (1998). Crop Evapotranspiration: Guidelines for Computing Crop Water Requirements. FAO, Rome. |
| [3] | Brutsaert W (2015). A generalized complementary principle with physical constraints for land-surface evaporation. Water Resources Research, 51, 8087-8093. |
| [4] | Brutsaert W, Li W, Takahashi A, Hiyama T, Zhang L, Liu WZ (2017). Nonlinear advection-aridity method for landscape evaporation and its application during the growing season in the southern Loess Plateau of the Yellow River basin. Water Resources Research, 53, 270-282. |
| [5] | Brutsaert W, Cheng L, Zhang L (2020). Spatial distribution of global landscape evaporation in the early twenty-first century by means of a generalized complementary approach. Journal of Hydrometeorology, 21, 287-298. |
| [6] | Han SJ, Hu HP, Tian FQ (2012). A nonlinear function approach for the normalized complementary relationship evaporation model. Hydrological Processes, 26, 3973-3981. |
| [7] | Han SJ, Tian FQ (2018). Derivation of a sigmoid generalized complementary function for evaporation with physical constraints. Water Resources Research, 54, 1734-1736. |
| [8] | Hu ZY, Wang GX, Sun XY, Zhu MZ, Song CL, Huang KW, Chen XP (2018). Spatial-temporal patterns of evapotranspiration along an elevation gradient on mount Gongga, southwest China. Water Resources Research, 54, 4180-4192. |
| [9] | Jian DN, Li XC, Tao H, Huang JL, Su BD (2016). Spatio- temporal variation of actual evapotranspiration and its influence factors in the Tarim River basin based on the complementary relationship approach. Journal of Glaciology and Geocryology, 38, 750-760. |
| [9] | [蹇东南, 李修仓, 陶辉, 黄金龙, 苏布达 (2016). 基于互补相关理论的塔里木河流域实际蒸散发时空变化及影响因素分析. 冰川冻土, 38, 750-760.] |
| [10] | Li TS, Xia J, Zhang L, She DX, Wang GS, Cheng L (2021). An improved complementary relationship for estimating evapotranspiration attributed to climate change and revegetation in the Loess Plateau, China. Journal of Hydrology, 592, 125516. DOI: 10.1016/j.jhydrol.2020.125516. |
| [11] | Li Q, Cheng L, Ye LY, Liu P, Xiong LH (2020). Long-term land surface evaporation and its changes estimated by the generalized complementary principle in China. Journal of Water Resources Research, 9, 259-269. |
| [11] | [李曲, 程磊, 叶林媛, 刘攀, 熊立华 (2020). 基于广义蒸发互补关系的中国长期陆面蒸发量及其变化分析. 水资源研究, 9, 259-269.] |
| [12] | Liu X, Liu C, Brutsaert W (2018). Investigation of a generalized nonlinear form of the complementary principle for evaporation estimation. Journal of Geophysical Research, 123, 3933-3942. |
| [13] | Liu XM, Liu CM, Brutsaert W (2016). Regional evaporation estimates in the eastern monsoon region of China: assessment of a nonlinear formulation of the complementary principle. Water Resources Research, 52, 9511-9521. |
| [14] | Penman HL (1948). Natural Evaporation from open water, bare soil and grass. Proceedings of the Royal Society of London, Series A, Mathematical and Physical Sciences, 193, 120-145. |
| [15] | Slatyer RO, Mcilroy IC (1961). Practical Microclimatology. CSIRO, Melbourne. |
| [16] | Szilagyi J, Crago R, Qualls R (2017). A calibration-free formulation of the complementary relationship of evaporation for continental-scale hydrology. Journal of Geophysical Research, 122, 264-278. |
| [17] | Wang LM, Han SJ, Tian FQ (2021). At which timescale does the complementary principle perform best in evaporation estimation? Hydrology and Earth System Sciences, 25, 375-386. |
| [18] | Wen SS, Jiang T, Li XC, Wang TF, Wang YJ, Fischer T (2014). Changes of actual evapotranspiration over the Songhua River basin from 1961 to 2010. Climate Change Research, 10(2), 79-86. |
| [18] | [温姗姗, 姜彤, 李修仓, 王腾飞, 王艳君, Fischer T (2014). 1961-2010年松花江流域实际蒸散发时空变化及影响要素分析. 气候变化研究进展, 10(2), 79-86.] |
| [19] | Yan CH, Zhao WL, Wang Y, Yang QX, Zhang QT, Qiu GY (2017). Effects of forest evapotranspiration on soil water budget and energy flux partitioning in a subalpine valley of China. Agricultural and Forest Meteorology, 246, 207-217. |
| [20] | Yang DW, Shao WW, Yeh PJF, Yang HB, Kanae S, Oki T (2009). Impact of vegetation coverage on regional water balance in the nonhumid regions of China. Water Resources Research, 45, W00A14. DOI: 10.1029/2008WR006948. |
| [21] | Yang HB, Yang DW, Lei ZD (2013). Seasonal variability of the complementary relationship in the Asian monsoon region. Hydrological Processes, 27, 2736-2741. |
| [22] | Zhang L, Cheng L, Brutsaert W (2017). Estimation of land surface evaporation using a generalized nonlinear complementary relationship. Journal of Geophysical Research, 122, 1475-1487. |
| [23] | Zhao YM (2019). Analysis of Estimating and Driving Force of Actual Evapotranspiration in Watershed Based on Generalized Complementary Relationship. Nanjing University of Information Science & Technology, Nanjing. |
| [23] | [赵宇铭 (2019). 基于广义互补相关理论的流域实际蒸散发估算及驱动力分析. 南京信息工程大学, 南京.] |
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