Journal of Geographical Sciences >
A review of fully coupled atmosphere-hydrology simulations
Author: Ning Like (1986-), PhD, specialized in climate change, hydrology and water resources. E-mail: ninglk@igsnrr.ac.cn
Received date: 2018-05-18
Accepted date: 2018-06-30
Online published: 2019-03-20
Supported by
National Key R&D Program of China, No.2017YFA0603702
National Natural Science Foundation of China, No.41571019, No.41701023, No.41571028
China Postdoctoral Science Foundation, No.2017M610867
Copyright
The terrestrial hydrological process is an essential but weak link in global/regional climate models. In this paper, the development status, research hotspots and trends in coupled atmosphere-hydrology simulations are identified through a bibliometric analysis, and the challenges and opportunities in this field are reviewed and summarized. Most climate models adopt the one-dimensional (vertical) land surface parameterization, which does not include a detailed description of basin-scale hydrological processes, particularly the effects of human activities on the underlying surfaces. To understand the interaction mechanism between hydrological processes and climate change, a large number of studies focused on the climate feedback effects of hydrological processes at different spatio-temporal scales, mainly through the coupling of hydrological and climate models. The improvement of the parameterization of hydrological process and the development of large-scale hydrological model in land surface process model lay a foundation for terrestrial hydrological-climate coupling simulation, based on which, the study of terrestrial hydrological-climate coupling is evolving from the traditional unidirectional coupling research to the two-way coupling study of “climate-hydrology” feedback. However, studies of fully coupled atmosphere-hydrology simulations (also called atmosphere-hydrology two-way coupling) are far from mature. The main challenges associated with these studies are: improving the potential mismatch in hydrological models and climate models; improving the stability of coupled systems; developing an effective scale conversion scheme; perfecting the parameterization scheme; evaluating parameter uncertainties; developing effective methodology for model parameter transplanting; and improving the applicability of models and high/super-resolution simulation. Solving these problems and improving simulation accuracy are directions for future hydro-climate coupling simulation research.
NING Like , ZHAN Chesheng , LUO Yong , WANG Yueling , LIU Liangmeizi . A review of fully coupled atmosphere-hydrology simulations[J]. Journal of Geographical Sciences, 2019 , 29(3) : 465 -479 . DOI: 10.1007/s11442-019-1610-5
Figure 1 Published items (a) and citations (b) by year |
Figure 2 Keywords of published atmosphere-hydrology simulation papers (a) and their distribution in major countries (b) (CC: climate change; HM: hydrological model; LSM: land surface model) |
Table 1 Comparison of parameterization schemes of runoff generation and river routing in land surface models |
Model | Runoff scheme | Routing scheme | Human water use | |
---|---|---|---|---|
Surface | Subsurface | |||
BASE | Saturation excess | Gravity drainage | No | No |
BATS | Saturation excess | Gravity drainage | Basin aggregation of runoff | Chen and Xie (2010) |
BUCK | Saturation excess | Bucket drainage | No | No |
CLASS | Saturation excess | Gravity drainage | Linear reservoir cascade & unit hydrograph | No |
IAP94 | Saturation excess | Not quite clear | No | No |
ISBA | Saturation excess | Gravity drainage | MODCOU | No |
MOSAIC | Saturation excess | Downslope drainage | No | No |
PLACE | Infiltration excess | Lateral flow and gravity drainage | No | No |
SSIB | Saturation excess | Gravity drainage | TOPMODEL | No |
UKMO | Infiltration excess | Gravity drainage | No | No |
VIC-3L | Saturation excess | Nonlinear Arno base flow curve | Unit hydrograph & linearized St. Venant | Haddeland et al. (2006) |
MATSIRO | TOPMODEL | Lateral flow and gravity drainage | TRIP | Pokhrel et al. (2012) |
LaD | Saturation excess | Not quite clear | Basin aggregation of runoff | No |
JULES | Infiltration excess | Gravity drainage | No | No |
CLM | TOPMODEL | Lateral flow and gravity drainage | Linear reservoir | Zou et al. (2014) |
Table 2 Comparison of parameterization schemes of some global hydrological models (Haddeland et al., 2011) |
Model | Forcing variables | Energy balance | ET scheme | Runoff scheme | Snow scheme | Vegetation dynamics | CO2 affected |
---|---|---|---|---|---|---|---|
DBH | P, T, W, Q, LW, SW, SP | Yes | Energy balance | Infiltration excess | Energy balance | No | Constant |
H08 | R, S, T, W, Q, LW, SW, SP | Yes | Bulk formula | Saturation excess | Energy balance | No | No |
Plum | P, T, Lawn, SW | No | Priestley-Taylor | Saturation excess | Degree-day | Yes | Yes |
Mac-PDM.09 | P, T, W, Q, Lawn, SW | No | Penman-Montecito | Saturation excess | Degree-day | No | No |
MATSIRO | R, S, T, W, Q, LW, SW, SP | Yes | Bulk formula | Infiltration and saturation excess | Energy balance | No | Constant |
MPI-HM | P, T, W, Q, Lawn, SW, SP | No | Penman-Montecito | Saturation excess | Degree-day | No | No |
PCR-GLOBWB | P, T | No | Harmon | Saturation excess | Degree-day | No | No |
Water GAP | P, T, Lawn, SW | No | Priestley-Taylor | Beta function | Degree-day | No | No |
WBM | P,T | No | Harmon | Beta function | Empirical formula | No | No |
R: rainfall rate, S: snowfall rate, P: precipitation rate (rain and snow calculated in the model), T: air temperature, W: wind speed, Q: air specific humidity, LW: down welling long wave radiation; Lawn: net long wave radiation; SW: down welling shortwave radiation, SP: surface pressure |
The authors have declared that no competing interests exist.
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