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Scientific Reports logoLink to Scientific Reports
. 2014 Dec 15;4:7483. doi: 10.1038/srep07483

How is water-use efficiency of terrestrial ecosystems distributed and changing on Earth?

Xuguang Tang 1,a, Hengpeng Li 1, Ankur R Desai 2, Zoltan Nagy 3, Juhua Luo 1, Thomas E Kolb 4, Albert Olioso 5, Xibao Xu 1, Li Yao 6, Werner Kutsch 7,8, Kim Pilegaard 9, Barbara Köstner 10, Christof Ammann 11
PMCID: PMC4265788  PMID: 25500908

Abstract

A better understanding of ecosystem water-use efficiency (WUE) will help us improve ecosystem management for mitigation as well as adaption to global hydrological change. Here, long-term flux tower observations of productivity and evapotranspiration allow us to detect a consistent latitudinal trend in WUE, rising from the subtropics to the northern high-latitudes. The trend peaks at approximately 51°N, and then declines toward higher latitudes. These ground-based observations are consistent with global-scale estimates of WUE. Global analysis of WUE reveals existence of strong regional variations that correspond to global climate patterns. The latitudinal trends of global WUE for Earth's major plant functional types reveal two peaks in the Northern Hemisphere not detected by ground-based measurements. One peak is located at 20° ~ 30°N and the other extends a little farther north than 51°N. Finally, long-term spatiotemporal trend analysis using satellite-based remote sensing data reveals that land-cover and land-use change in recent years has led to a decline in global WUE. Our study provides a new framework for global research on the interactions between carbon and water cycles as well as responses to natural and human impacts.


Plants in terrestrial ecosystems on Earth assimilate atmospheric CO2 through photosynthesis, which is inherently accompanied with the loss of water through stomata that regulate the mass-energy exchange between the leaf and the atmosphere1,2. The rate of carbon uptake per unit of water lost, also called water-use efficiency (WUE), is an important parameter for understanding the metabolism of terrestrial ecosystems. Carbon and water fluxes of leaves are related to those of larger scale ecosystems, but fluxes at ecosystem scales are weakly constrained3. The question of how much water a plant uses relative to carbon gained has been examined in fields ranging from plant physiology to applied scientific disciplines such as irrigation science and agronomy4. Given ongoing climatic change and ecosystem degradation, a deeper understanding of whole ecosystem WUE will improve our ability to simulate and predict carbon and water cycles and to refine water management5,6.

Owing to measurement difficulties, few studies have systematically compared global patterns of WUE of terrestrial ecosystems across different vegetation types or have analyzed the seasonal variability of WUE in relation to meteorological conditions. Ecosystem WUE is slightly different from plant WUE. Plant physiologists usually consider WUE at leaf or stand scales and are mainly interested in relations between total or above-ground biomass, stem biomass or net CO2 uptake to transpiration or evapotranspiration (ET)7,8. Here, we use a whole ecosystem estimate of water use, evapotranspiration (ET), defined as the total water vapour flux between the canopy and the atmosphere consisting of evaporation from soil, plant transpiration and evaporation of the intercepted fraction. Major ecozones are often characterized with differing water-use efficiencies owing to inherent physiological variation in leaf gas exchange and environmental conditions. Our definition is similar to what ecologists commonly use for whole ecosystem WUE, which is the ratio of net primary production, net ecosystem production, or gross ecosystem production to water use or evapotranspiration4,9,10. While the exchange of both CO2 and water vapor is regulated by stomatal aperture for leaf-level WUE, ecosystem-level WUE is also affected by evaporation and vegetation morphology. This discrepancy complicates comparisons of WUE from different sources. Here we use the ecosystem-level definition, which is relevant for evaluating ecosystem models.

Further, variability in WUE can be evaluated at different time scales, ranging from diurnal, seasonal, to interannual11. The time scale of investigation needs to be determined primarily in order to quantify the different patterns of WUE and the underlying mechanisms in relation to vegetation types and meteorological conditions. Here, we analyzed the dynamics of WUE at both annual and seasonal time scales.

Also, WUE is dependent on the spatial unit of analysis. Water and carbon cycles usually occur heterogeneously over the land surface, which requires an appropriate upscaling methodology at regional and global scales. Although several studies have explored the interaction between water and carbon cycles12,13, few global-scale analyses have been performed till now. Better quantification of global patterns of terrestrial WUE is needed to further understanding of natural and human impacts.

The seasonal dynamics of WUE differ strongly depending on location, climatic factors, plant functional type, species composition and disturbance history, requiring consistent, temporally continuous, and spatially distributed observations for accurate assessment of WUE. In addition to leaf-level measurements and inventory surveys14,15, in recent years, with the development of the long-term eddy covariance technique, tower-based monitoring of ecosystem carbon and water cycles has made global evaluation of productivity, respiration, and evapotranspiration possible16,17,18. Data from hundreds of sites are cooperatively shared through the global network–FLUXNET19,20,21. Currently the FLUXNET community throughout the world has been running for more than two decades enabled scientists to assess terrestrial WUE and the determining environmental conditions at different time scales across numerous sites of diverse vegetation types precisely3,4,22. Although uncertainties associated with site-to-site variation in site quality criteria, flux measurement methods, calculations and data quality control still exist, ongoing standardization and quality assurance efforts enable global integration.

Satellite-based remote sensing of vegetation can be used to derive global WUE. NASA TERRA and AQUA MODIS-based estimates of gross primary production (GPP) and terrestrial evapotranspiration (ET) can be obtained to quantify large-scale WUE23,24. Tower-based measured WUE can be used to evaluate the reliability and accuracy of estimates of global WUE from satellite-based approaches.

The primary objectives of this study are 1) to investigate the latitudinal trend in WUE of terrestrial ecosystems across different plant functional types with data from FLUXNET; 2) to evaluate global patterns of terrestrial WUE using satellite remote sensing-based GPP and ET products, which provides a new framework for global research on carbon and water cycles.

In this study, we used measurements of CO2 and H2O fluxes combined with other hydrometric measurements of 32 sites covering six major plant functional types that represent the major ecozones of the northern Hemisphere. These sites range from 20°N to 70°N in latitude and provide 137 site-years in total (Table 1 and Fig. 1).

Table 1. FLUXNET sites used in this study.

Sites Longitude Latitude Plant functional type LAI Age Year used
1 CN-DHS 112.57 E 23.17 N Broad-leaved evergreen 4.25 old-growth 2003 ~ 2008
2 US-KS2 80.671 W 28.608 N Broad-leaved evergreen 2.1 16 2004 ~ 2006
3 US-SP1 82.219 W 29.738 N Needleleaf evergreen 3.4 80 2003 ~ 2006
4 US-Fmf 111.727 W 35.143 N Needleleaf evergreen 1.2 ~100 2005 ~ 2007
5 PT-Mi2 8.024 W 38.475 N Grassland ~ ~ 2004 ~ 2008
6 ES-ES2 0.315 W 39.276 N Crop ~ ~ 2004 ~ 2008
7 US-MMS 86.413 W 39.323 N Broad-leaved deciduous 4.1 70 2003 ~ 2006
8 ES-ES1 0.319 W 39.346 N Needleleaf evergreen 2.6 ~100 2003 ~ 2006
9 IT-Cpz 12.377 E 41.705 N Broad-leaved evergreen 3.5 38 2003 ~ 2008
10 IT-Col 13.588 E 41.849 N Broad-leaved deciduous 5.5 114 2003 ~ 2010
11 ES-VDA 1.448 E 42.152 N Grassland ~ ~ 2004 ~ 2008
12 CN-CBS 128.09 E 42.4 N Mixed forest 3.5 ~200 2003 ~ 2008
13 US-Ha1 72.172 W 42.538 N Broad-leaved deciduous 4.7 75 ~ 110 2003 ~ 2006
14 FR-Avi 4.878 E 43.917 N Crop ~ ~ 2004 ~ 2006
15 FR-LBr 0.769 W 44.717 N Needleleaf evergreen 2.8 44 2003 ~ 2008
16 IT-Cas 8.668 E 45.063 N Crop ~ ~ 2006 ~ 2010
17 US-Ho1 68.740 W 45.204 N Needleleaf evergreen 5.6 109 2002 ~ 2004
18 US-Syv 89.347 W 46.242 N Mixed forest 4.1 0 ~ 350 2002 ~ 2006
19 CH-Oe1 7.732 E 47.286 N Grassland ~ ~ 2003 ~ 2008
20 CH-Oe2 7.734 E 47.286 N Crop ~ ~ 2004 ~ 2006
21 FR-Hes 7.066 E 48.674 N Broad-leaved deciduous 5.7 35 2003 ~ 2010
22 DE-Tha 13.567 E 50.964 N Needleleaf evergreen 4.8 120 2003 ~ 2010
23 DE-Hai 10.452 E 51.079 N Broad-leaved deciduous 4.8 0 ~ 250 2003 ~ 2007
24 DE-Geb 10.914 E 51.100 N Crop ~ ~ 2003 ~ 2010
25 BE-Bra 4.521 E 51.309 N Mixed forest ~ 79 2007 ~ 2010
26 NL-Cal 4.927 E 51.971 N Grassland ~ ~ 2003 ~ 2008
27 DK-Sor 11.644 E 55.486 N Broad-leaved deciduous 4.7 84 2003 ~ 2008
28 DK-Ris 12.097 E 55.530 N Crop ~ ~ 2004 ~ 2008
29 DK-Lva 12.083 E 55.683 N Grassland ~ ~ 2004 ~ 2008
30 SE-Kno 16.217 E 60.998 N Needleleaf evergreen 4.5 52 2006 ~ 2009
31 SE-Fla 19.456 E 64.113 N Needleleaf evergreen 2.4 100 2001 ~ 2002
32 FI-Sod 26.637 E 67.362 N Needleleaf evergreen 3.5 58 ~ 88 2007 ~ 2008

The names of flux sites are abbreviations from the FLUXNET community.

Figure 1. Locations of the 32 flux tower sites (see also Table 1) providing water-use efficiency data also used for validation of the remotely-sensed WUE product.

Figure 1

The global land cover classification data is produced by Hansen et al. (2000) and can be downloaded from http://www.landcover.org/data/landcover/index.shtml This figure was produced using ArcGIS 10.1.

Despite the wide range of plant functional types and associated stand structures, soil types, stand age, site disturbance history and year-to-year variability, there is a clear and distinct latitudinal trend in WUE of terrestrial ecosystems (Fig. 2 and Table 2). The trends indicated that as the latitude rose from the subtropics to the northern high-latitudes, multi-year average WUE of all sites increased and reached a peak at approximately 51°N, and then tended to decline at higher latitudes. Although the peak magnitude of WUE differed among plant functional types, all peaks occur at approximately the same latitude, suggesting a key zonal differentiation rule driven by radiation and water availability. However, the tendency was also affected by the non-random coverage of terrestrial ecosystems, highlighting biological adaptations of WUE to specific climatic conditions. Indeed latitude is not a phenomenological driving variable per se, but is a proxy for the complicated effects of a multiplicity of abiotic and biotic factors, which determine the major ecozones.

Figure 2. Latitudinal trends in multiyear mean annual water use efficiency at the 32 sites for different plant functional types.

Figure 2

The eddy covariance sites used were listed briefly in Table 1. The interannual variability is represented by the standard error bar. This figure was produced using Origin 8.0.

Table 2. Multiyear mean annual water use efficiency (WUE) and the standard deviation (SD) at the 32 sites for different plant functional types (PFT).

PFT Site Mean WUE (g C kg−1 H2O) SD (g C kg−1 H2O) PFT Site Mean WUE (g C kg−1 H2O) SD (g C kg−1 H2O)
Broad-leaved evergreen forest CN-DHS 2.26 0.201 Broad-leaved deciduous forest US-MMS 1.625 0.196
  US-KS2 2.345 0.161   IT-Col 2.222 0.034
  IT-Cpz 3.126 0.175   US-Ha1 2.329 0.232
Needleleaf Evergreen forest US-SP1 1.304 0.390   FR-Hes 3.348 0.062
  US-Fmf 2.044 0.235   DE-Hai 3.504 0.136
  ES-ES1 2.672 0.048   DK-Sor 2.937 0.236
  FR-LBr 2.865 0.222 Mixed forest CN-CBS 1.820 0.146
  US-Ho1 3.474 0.351   US-Syv 2.183 0.183
  DE-Tha 4.050 0.276   BE-Bra 2.704 0.217
  SE-Kno 3.777 0.143 Crop ES-ES2 1.051 0.097
  SE-Fla 1.924 0.284   FR-Avi 1.759 0.209
  FI-Sod 1.095 0.057   IT-Cas 1.681 0.180
Grassland PT-Mi2 1.807 0.120   CH-Oe2 2.023 0.278
  ES-VDA 1.242 0.136   DE-Geb 2.361 0.115
  CH-Oe1 2.775 0.163   DK-Ris 1.773 0.383
  NL-Cal 3.523 0.253        
  DK-Lva 2.369 0.450        

The names of flux sites are abbreviations from the FLUXNET community.

While having similar latitudinal pattern, the magnitude of ecosystem WUE differed among plant functional groups (Fig. 3). Evergreen forests generally had higher WUE than deciduous vegetation types at similar latitudes. WUE of broad-leaved evergreen forest was higher than that of needleleaf evergreen forest. Both mixed forest and grassland had lower WUE than broad-leaved deciduous forest. However, the peak WUE value of grassland at 51°N was equivalent in magnitude to mixed forests. Crop sites had the lowest WUE among the terrestrial ecosystems, which indicated the high water utilization of food production systems relative to carbon gained, and has implications for agronomic crop breeding in dry-land farming and management of irrigation water. The lower annual WUE of crops could also be affected by non-productive phases with higher soil evaporation compared to permanent vegetation.

Figure 3. Comparison of multiyear mean annual water use efficiency among the main plant functional types.

Figure 3

Interannual variation of per plant functional type is represented by the standard error bar. This figure was produced using Origin 8.0.

To further investigate the global patterns of terrestrial water-use efficiency, we also used satellite remote sensing-based data from the recently revised MODIS GPP and newly developed ET products between 2000 and 2013. These were used to infer mean annual terrestrial WUE over a period that closely corresponds to tower-based measured WUE. Multiyear mean annual GPP, ET, and WUE showed strong regional variations corresponding to climatic variations in water availability but still presented consistent latitudinal gradients similar to data from the tower network (Fig. 4). Spatially, terrestrial WUE increases from low latitudes to high latitudes in the North America and Eurasia continents, and tends to decline after reaching the peak values in the boreal regions, though slightly further north than the towers showed.

Figure 4. Global distribution of multiyear mean annual GPP, ET and WUE in the study period.

Figure 4

Bare ground and ocean areas were excluded from the model calculations. This figure was produced using ArcGIS 10.1.

Ecosystems dominated by evergreen PFT at low latitudes adjacent to Pacific West Coast and Atlantic West Coast have high WUE. Alpine plateaus in Northwest China, African deserts, and the Cordillera that runs along the western edge of North and South America showed markedly low WUE. The trough of WUE for needleleaf evergreen forest was found in the southeastern region of the United States and China's central and western regions, and the peak was found in Northern Eurasia and northwestern North America. For broad-leaved deciduous forest, the minimum WUE is located at China's central and western regions whereas the maximum WUE is located in Northwest Russia. Grassland is mainly distributed between 45° ~ 55°N, and the peak of WUE is situated at Southeast Alaska, North Europe and Southeast Russia. Cropland maximum WUE appears in Central Europe, southern Canada and South Russian.

We also compared the global MODIS-based calculation of GPP, ET and WUE with other proxies25,26,27. Compared with the global estimates of GPP (123 ± 8 Gt C/year) by Beer et al. (2010)25 using eddy covariance flux data and various diagnostic models, the present study showed multiyear mean annual GPP (during 2000 ~ 2013) of 156.82 Gt C/year. Jung et al. (2011)26 estimated a mean annual global land-surface ET value from 1982 to 2008 of 65 ± 3 × 103 km3/year and Miralles et al. (2011)28 found that annual land evaporation was estimated as 67.9 × 103 km3 during the period 2003 to 2007, 80% corresponding to transpiration, 11% to interception loss, 7% to bare soil evaporation and 2% snow sublimation, whereas multiyear mean annual ET from MODIS during 2000 to 2013 was 90.8 ± 1.2 × 103 km3/year. It could be partly explained by the coarse resolution of previous studies (1/2 degree in Jung et al. 2011 and 1/4 degree by Miralles et al. 2011) which might lead to small-scale features being neglected. Although our global GPP and ET estimates are significantly larger than previous studies, WUE from MODIS and by combining the GPP and ET estimates above were quite similar, globally at 1.89 g C kg−1 H2O (2.83 mmol C mol−1 H2O) from the tower upscaling and 1.71 g C kg−1 H2O (2.56 mmol C mol−1 H2O) by MODIS remote sensing. Therefore, our results showed the consistent estimates between tower- and remote-sensing approaches of global WUE.

To evaluate the reliability and accuracy of the satellite-based global WUE product, tower-based measured WUE data at these 32 sites were used for validation. Although the number of flux sites was limited for each vegetation type and occasionally large differences occurred between remotely-sensed WUE and measured WUE for individual points, the satellite-based WUE product was relatively accurate on a global basis (Fig. 5). A well-calibrated model should have a root mean square error (RMSE) that is small relative to the total observed variation and an R2 close to 1. Remotely-sensed WUE of mixed forest compared closely with the tower-measured WUE (RMSE = 0.178 g C kg−1 H2O; R2 = 0.961), while the overall bias of grassland and evergreen needleleaf forest was worse. Accuracies for crop, evergreen broadleaf forest and deciduous broadleaf forest were intermediate between these two extremes.

Figure 5. Comparisons between tower-based measured WUE and remotely-sensed modeled WUE product at the 32 sites for the plant functional types.

Figure 5

This figure was produced using Origin 8.0.

We also compared our estimates of ecosystem WUE with estimates of plant WUE. Jasechko et al. (2013)29 used literature estimates of WUE and a watershed isotope estimate of transpiration and developed a global map of plant water use efficiency (GPP/transpiration). This map shows that evapotranspiration exceeds transpiration by 2/3 in most terrestrial ecosystems, and patterns of global WUE were similar to our estimates of ecosystem WUE based on satellite data. This comparison shows that our estimates of ecosystem WUE can serve as a proxy for plant WUE. Ecosystem WUE also provides a more general measurement of total water use by an ecosystem, as to some extent plant canopy cover influences land surface evaporation, and adaptive processes may lead to plant canopy characteristics that minimize evaporation by limiting soil radiation exposure, for example.

There are some differences between the satellite estimate of the WUE-latitude trend and the tower observations (Fig. 6). Unlike the flux tower latitudinal gradient, however, remote sensing analysis revealed two peaks in WUE trends for four vegetation types. For needleleaf evergreen forest, grassland and crop, the first peak occurred at 20° ~ 25°N while this peak was a little farther north (25° ~ 30°N) for broad-leaved deciduous forest. Apart from that, the tendency of ecosystem-level WUE was similar to latitudinal zonality found using flux measurements. The northern peaks of WUE in the satellite observations were located at 60° ~ 65°N for needleleaf evergreen forest, 55° ~ 60°N for broad-leaved deciduous forest and grassland, and 50° ~ 55°N for cropland, respectively. The distinct differences in spatial patterns of WUE among various ecosystems imply an additional biological constraint over latitudinal radiation availability conditions.

Figure 6. Latitudinal evolution of global WUE for the main plant functional types in the Northern Hemisphere.

Figure 6

Every 5 degrees in latitude was divided into an independent evaluation unit. The spatial variability in each unit is represented by the standard error bar. This figure was produced using Origin 8.0.

The seasonal pattern of WUE by site reveals how mechanisms that lead to long-term annual WUE vary by plant functional type (Fig. 7). WUE was higher at the beginning and end of the year, and lowest in summer in broad-leaved evergreen forest except for an Italian Mediterranean site (IT-Cpz) where the relatively low temperature during winter months hindered the growth of vegetation. Similarly, needleleaf evergreen forest showed significant peaks during early growing season (spring) and late growing season (late summer). In contrast, a consistent tendency was found in both mixed forest and broad-leaf deciduous forest of a singe WUE peak in summertime. The seasonal dynamics in WUE of grassland lacked consistent patterns owing to the broadly-distributed location of grasslands among various climate patterns and both C3 and C4 photosynthetic pathways. Crop WUE is likely also sensitive to the variety of farming systems.

Figure 7. Seasonal dynamics of terrestrial water use efficiency of the FLUXNET sites used in Table 1 according to the plant functional types at 8-day time scale.

Figure 7

These EC sites were listed briefly in Table 1. (a) broad-leaved evergreen forest; (b) needleleaf evergreen forest; (c) mixed forest; (d) broad-leaved deciduous forest; (e) grassland and (f) cropland. This figure was produced using Origin 8.0.

The northern peak value of WUE appears to be driven by the effect of evaporation and transpiration, which both decrease with latitude (driven by net radiation) while vegetation productivity peaks for boreal forests in mid- and high latitudes (driven by solar radiation in summer). Boreal systems are in the ‘sweet spot’ of cool conditions that limit water loss and high incoming radiation in summer to maximize photosynthetic uptake. To identify the main factors controlling WUE for each plant functional type and the underlying mechanism, the relationships between terrestrial WUE with the corresponding global radiation (Rg), air temperature (Ta), vapour pressure deficit (VPD), soil temperature (Ts), precipitation (Pr) and soil water content (SWC) were compared (Table 3). Radiation and temperature were negatively correlated with WUE for broad-leaved evergreen forest, whereas soil water content was positively correlated. However, for other ecosystems, the meteorological conditions including radiation, temperature, and vapor pressure deficit have a strong positive correlation with water-use efficiency, which partly explains differences among tropics (operating at near optimum temperature and radiation conditions) and temperate systems (temperature and light limited). For broad-leaved deciduous forest and grassland, SWC showed significantly negative correlation with WUE, whereas it was weakly negative for crop and needleleaf evergreen forest. Temperature and vapor pressure deficit are the most important meteorological factors that drive WUE.

Table 3. Correlation analysis between water use efficiency and the controlling environmental factors in terrestrial ecosystems according to plant functional types.

  Plant functional type Rg Ta VPD Ts Pr SWC
WUE Broad-leaved evergreen −0.645** −0.600** −0.669** −0.606** 0.151 0.541**
  Needleleaf evergreen 0.599** 0.795** 0.524** 0.808** −0.092 −0.178
  Broad-leaved deciduous 0.631** 0.739** 0.483** 0.786** 0.234 −0.633**
  Mixed forest 0.730** 0.901** 0.783** 0.925** 0.212 0.136
  Grassland 0.597** 0.594** 0.574** 0.670** −0.096 −0.442**
  Crop 0.525** 0.693** 0.504** 0.688** −0.172 −0.228

**Correlation is significant at the 0.01 level. Rg refers to global radiation. Ta refers to air temperature. VPD refers to vapour pressure deficit. Ts refers to soil temperature. Pr refers to precipitation. SWC refers to soil water content.

Given increases in urbanization land accompanying by reduction in vegetation cover over the world, we would predict that continued land-cover and land-use change on Earth leads to a decline in global WUE. However, the temporal trend in WUE is affected by a suite of co-varying natural factors and human activities. Keenan et al. (2013)3 found a substantial increase in WUE in temperate and boreal forests of the Northern Hemisphere as atmospheric carbon dioxide concentrations rose over the past two decades. However, these analyses were based on site-level measurements. Our analysis of the 2000–2013 MODIS time-series of global annual mean WUE indicated a distinctly decreasing tendency that might be correlated with land-use changes (Fig. 8). But the declining trend of WUE has changed direction in the past 4 years, perhaps reflecting CO2 fertilization and climate warming effects or just interannual variability. Donohue et al. (2013)30 also found the significant impact of CO2 fertilization on maximum foliage cover across the globe's warm, arid environments and this effect was occurring alongside ongoing anthropogenic perturbations to the carbon cycles.

Figure 8. Trend analysis of time-series global annual mean WUE for 2000–2013.

Figure 8

The dashed line refers to multiyear mean annual value of WUE during this period.

Silva & Anand (2013)31 investigated the influence of atmospheric CO2 concentration and climate warming on tree growth and intrinsic water use efficiency (iWUE) based on a synthesis of the literature of site-level measurements, and found that responses in growth are latitude dependent with temporal changes in iWUE. Moreover, they identified positive relationships between iWUE and tree growth in boreal and Mediterranean forests located in latitudes greater than 40°N, with progressively lower responses toward lower latitudes. In this respect, these research results are consistent with our global time-series trend analysis. In addition, Silva & Horwath (2013)32 found that previously reported trend in iWUE cannot reflect a coherent global response to rising atmospheric CO2 and our present study indicated a distinctly decreasing tendency in global WUE during the past decade in spite of rising CO2 concentration owing to natural and human activities.

In addition, WUE trends in C3 and C4 plants differ. Plant water use efficiency has been shown to vary between photosynthetic pathways and C4 vegetation showed increasing water use efficiency in response to rising levels of atmospheric CO2 with consistent reductions in stomatal conductance and transpirational water loss compared to C3 species. Still et al. (2003)33 developed the C3/C4 distribution by combining remote sensing products, physiological modeling, a spatial distribution of global crop fractions, and national harvest area data for major crop types. Therefore, by comparing with global patterns of WUE, distribution of C4 vegetation, and vegetation type map in Fig. 1, we can find that 1) the C4 vegetation mainly occurs in the vast tropical and subtropical grassland and savanna regions. Temperate grassland regions in North and South America and Africa also contain high fractional C4 coverage whereas it is only found in a very small fraction throughout temperate Eurasia and in the upper Great Plains region of North America; 2) although the C4 vegetation have impact on predictions of GPP and WUE with changing climate, global trend analysis is affected by a suite of natural factors and human activities and the mix of vegetation, which is dominated by C3 responses. Currently it appears that recent trends of global WUE were more controlled by land use and land cover changes from human disturbances.

Flux observations in terrestrial ecosystems across different plant functional types reveals a consistent latitudinal zonality in WUE from the subtropics to the northern high-latitudes, peaking at approximately 51°N and then tending to decline at higher latitude. Though WUE from individual site shows large variation, the overall latitudinal trend observed in each vegetation type proved to be a persistent one. The latitudinal gradient in WUE was consistent among various estimates of WUE, whether by satellite or tower, though subtle difference in location of the peak WUE and regions of very high or low WUE differed. Satellite remote sensing provides a new tool for the global research on role of WUE and monitoring how WUE responds to changing environmental conditions. Decreasing WUE globally in the last decade may reflect land use change as well as other poorly understood factors. Our understanding of the large-scale processes determining terrestrial WUE is still insufficient. The water and carbon cycles usually occur heterogeneously over the land surface, which requires an appropriate upscaling methodology at the regional and even global scales. Although several model studies have explored the interaction between water and carbon cycles, few global-scale analyses have been performed. Our analysis of global patterns of terrestrial WUE will be helpful to analyze ecosystem responses to natural and human impacts.

Methods

Data acquisition

Our analysis is based on continuous observations of land surface exchanges from 32 flux towers situated in biomes of different plant functional types distributed around the Northern Hemisphere from 20°N to 70°N (Fig. 1 and Table 1), giving a total of 137 site-year dataset to reduce the uncertainty of year-to-year variation. Specifically, these flux sites encompassed broad-leaved evergreen forest (3 sites), needleleaf evergreen forest (9 sites), broad-leaved deciduous forest (6 sites), mixed forest (3 sites), grassland (5 sites) and crop (6 sites). The FLUXNET level 4 product provides measurements of canopy-scale water vapour flux, CO2 flux, meteorological variables (including radiation, air temperature, relative humidity, soil temperature, and soil water content ), and estimates of gross primary photosynthesis derived from the measured NEE fluxes34,35,36. These data were quality checked, and data gaps due to system failure or data rejection were filled using standardized methods to provide complete and standardized data sets20,37,38.

To estimate and analyze the global patterns of terrestrial water-use efficiency, we also used the remotely-sensed data from MODIS gross primary production (GPP) and developed ET at the global scale. The old Collection 4 GPP product was found to have considerable errors due to problems in the inputs. Zhao et al (2005)23 rectified these products by improving the data processing methods and modifying parameters in the algorithm used, which generated the improved Collection 5 (C5) MOD17 estimates. The 8-day composite 1-km fraction of photosynthetically active radiation (FPAR) and leaf area index (LAI) data from the MODIS sensor were used as remotely sensed vegetation property dynamic inputs to the algorithm. Data gaps in the 8-day temporal MODIS FPAR/LAI caused by cloudiness were filled with information from accompanying quality-assessment flags. For daily meteorological data required to drive the algorithm, 6-hourly National Center for Environmental Prediction/Department of Energy (NCEP/DOE) reanalysis II data were implemented. Monthly and annual GPP averages were derived by summing up each 8-day period. In addition, Mu et al. (2011)24 improved a satellite remote sensing-based ET algorithm to assess global terrestrial ET using MODIS and global meteorology data by 1) simplifying the calculation of vegetation cover fraction; 2) calculating ET as the sum of daytime and nighttime components; 3) adding soil heat flux calculation; 4) improving estimates of stomatal conductance, aerodynamic resistance and boundary layer resistance; 5) separating dry canopy surface from the wet; and 6) dividing soil surface into saturated wet surface and moist surface. These data can be obtained freely from http://www.ntsg.umt.edu/project/mod16. Global land cover classification product at 1 km resolution developed by the University of Maryland was used to assist in extracting the latitudinal evolution of WUE for each biome (http://glcfapp.glcf.umd.edu:8080/esdi/index.jsp)39.

Data treatment and statistical analysis

Water-use efficiency is calculated in various ways according to different scientific disciplines4,6. To systematically analyze the global patterns of terrestrial WUE on Earth and explore the key zonal differentiation rule along latitude across different plant functional types, we defined the WUE at the ecosystem scale as: WUE = GPP/ET. The seasonal trend of WUE was characterized by the weekly WUE (g C kg−1 H2O). The measured latent heat (LE, w/m2) fluxes were used to obtain water loss (ET, mm/day) by multiplying a factor of 0.035 which was converted by the formula ET = LE/λ (λ represents amount of energy to evaporate a unit weight of water; 2454000 J kg−1). The mean annual WUE value of each flux tower site was calculated as a proxy. The interannual variability is represented by the standard error. R2 and RMSE were used to test the goodness of the satellite product at tower sites.

Author Contributions

T.X.G. and L.H.P. contributed equally to design this study and wrote this manuscript. A.R.D., Z.N., L.J.H., T.E.K., A.O., X.X.B., Y.L., K.P., B.K., C.A. and W.K. contributed significantly to the discussion of results and manuscript refinement. T.X.G. performed the analysis, and generated the figures and tables in the main text.

Supplementary Material

Supplementary Information

The global annual patterns of WUE during 2000 to 2013 are provided as supporting information. This figure was produced using ArcGIS 10.1.

srep07483-s1.pdf (5.4MB, pdf)

Acknowledgments

This study was jointly supported by the National Natural Science Foundation of China (41030745, 41401221, 41271500), the Key Research Program of the Chinese Academy of Sciences (KZZD-EW-10-04), and the Natural Science Foundation of Jiangsu Province, China (BK20141058). This work used eddy covariance data acquired by the FLUXNET community and in particular by the AmeriFlux, CrarboEurope-IP and AsiaFlux networks. A large number of technicians, graduate and doctoral students are acknowledged for help in site management, data collection and elaboration. We also thank the group of Prof. Qiaozhen Mu at the University of Montana to provide satellite-derived global record of land surface evapotranspiration product. In addition, Dr. Ke Zhang at the University of Oklahoma also provided useful suggestions to process these big data.

References

  1. Field C. B., Jackson R. B. & Mooney H. A. Stomatal responses to increased CO2: implications from the plant to the global scale. Plant Cell Environ. 18, 1214–1225 (1995). [Google Scholar]
  2. Berry J. A., Beerling D. J. & Franks P. J. Stomata: key players in the earth system, past and present. Curr. Opin. Plant Biol. 13, 232–239 (2010). [DOI] [PubMed] [Google Scholar]
  3. Keenan T. F. et al. Increase in forest water-use efficiency as atmospheric carbon dioxide concentrations rise. Nature. 499, 324–327 (2013). [DOI] [PubMed] [Google Scholar]
  4. Kuglitsch F. G. et al. Characterisation of ecosystem water-use efficiency of european forests from eddy covariance measurements. Biogeosciences Discuss. 5, 4481–4519 (2008). [Google Scholar]
  5. Chapin F. S. III. et al. Ecosystem stewardship: sustainability strategies for a rapidly changing planet. Trends Ecol. Evol. 25, 241–249 (2010). [DOI] [PubMed] [Google Scholar]
  6. Ito A. & Motoko I. Water-use efficiency of the terrestrial biosphere: a model analysis focusing on interactions between the global carbon and water cycles. J. Hydrometeor. 13, 681–694 (2012). [Google Scholar]
  7. Jarvis P. G. Scaling processes and problems. Plant Cell Environ. 18, 1079−1089 (1995). [Google Scholar]
  8. Bacon M. A. [Water use efficiency in plant biology] What is water-use efficiency? [Jones H. G.] [27–41] (Blackwell Publishing, Oxford, 2004).
  9. Law B. E. et al. Environmental controls over carbon dioxide and water vapor exchange of terrestrial vegetation. Agric. Forest Meterol. 113, 97–120 (2002). [Google Scholar]
  10. Luyssaert S. et al. CO2 balance of boreal, temperate, and tropical forests derived from a global database. Glod. Change Biol. 13, 2509–2537 (2007). [Google Scholar]
  11. Linderson M. L., Iritz Z. & Lindroth A. The effect of water availability on stand- level productivity, transpiration, water use efficiency and radiation use efficiency of field-grown willow 20 clones. Biomass Bioenerg. 31, 460–468 (2007). [Google Scholar]
  12. Krinner G. et al. A dynamic global vegetation model for studies of the coupled atmosphere-biosphere system. Global Biogeochem. Cy. 19, GB1015 (2005). [Google Scholar]
  13. Alton P. et al. Simulations of global evapotranspiration using semiempirical and mechanistic schemes of plant hydrology. Global Biogeochem. Cy. 23, GB4023 (2009). [Google Scholar]
  14. Wullschleger S. D., Tschaplinski T. J. & Norby R. J. Plant water relations at elevated CO2 – implications for water-limited environments. Plant Cell Environ. 25, 319–331 (2002). [DOI] [PubMed] [Google Scholar]
  15. Steduto P., Hsiao T. & Fereres E. On the conservative behavior of biomass water productivity. Irrig. Sci. 25, 189–207 (2007). [Google Scholar]
  16. Valentini R. et al. Respiration as the main determinant of carbon balance in European forests. Nature 404, 861–865 (2000). [DOI] [PubMed] [Google Scholar]
  17. Peñuelas J., Canadell J. G. & Ogaya R. Increased water-use efficiency during the 20th century did not translate into enhanced tree growth. Global Ecol. Biogeogr. 20, 597–608 (2011). [Google Scholar]
  18. Tang X. G. et al. Estimating the net ecosystem exchange for the major forests in the northern United States by integrating MODIS and AmeriFlux data. Agric. Forest Meterol. 156, 75–84 (2012). [Google Scholar]
  19. Running S. A blueprint for improved global change monitoring of the terrestrial biosphere. Earth Obs. 10, 8–12 (1998). [Google Scholar]
  20. Yu G. R., Wang Q. F. & Zhu X. J. Methods and uncertainties in evaluating the carbon budgets of regional terrestrial ecosystems. Prog. Geog. 30, 103–113 (2011). [Google Scholar]
  21. Barman R., Jain A. K. & Liang M. Climate-driven uncertainties in modeling terrestrial gross primary production: a site level to global-scale analysis. Glod. Change Biol. 20, 1394–1411 (2014). [DOI] [PubMed] [Google Scholar]
  22. Beer C. et al. Temporal and among-site variability of inherent water use efficiency at the ecosystem level. Global Biogeochem. Cy. 23, GB2018 (2009). [Google Scholar]
  23. Zhao M. et al. Improvements of the MODIS terrestrial gross and net primary production global data set. Remote Sens. Environ. 95, 164–176 (2005). [Google Scholar]
  24. Mu Q. Z. et al. Improvements to a MODIS global terrestrial evapotranspiration algorithm. Remote Sens. Environ. 115, 1781–1800 (2011). [Google Scholar]
  25. Beer C. et al. Terrestrial gross carbon dioxide uptake: global distribution and covariation with climate. Science. 5993, 834–838 (2010). [DOI] [PubMed] [Google Scholar]
  26. Jung M. et al. Recent decline in the global land evapotranspiration trend due to limited moisture supply. Nature. 7318, 951–954 (2010). [DOI] [PubMed] [Google Scholar]
  27. Miralles D. G. et al. El Niño-La Niña cycle and recent trends in continental evaporation. Nature Climate Change. 4, 122–126 (2014). [Google Scholar]
  28. Miralles D. G. et al. Magnitude and variability of land evaporation and its components at the global scale. Hydrol. Earth Syst. Sci. 15, 967–981 (2011). [Google Scholar]
  29. Jasechko S. et al. Terrestrial water fluxes dominated by transpiration. Nature. 7445, 347–350 (2013). [DOI] [PubMed] [Google Scholar]
  30. Donohue R. J. et al. Impact of CO2 fertilization on maximum foliage cover across the globe's warm, arid environments. Geophys. Res. Lett. 40, 3031–3035 (2013). [Google Scholar]
  31. Silva L. C. R. & Anand M. Probing for the influence of atmospheric CO2 and climate change on forest ecosystems across biomes. Global Ecol. Biogeogr. 22, 83–92 (2013). [Google Scholar]
  32. Silva L. C. R. & Horwath W. R. Explaining global increases in water use efficiency: why have we overestimated responses to rising atmospheric CO2 in natural forest ecosystems? PloS one. 8, e53089 (2013). [DOI] [PMC free article] [PubMed] [Google Scholar]
  33. Still C. J. et al. Global distribution of C3 and C4 vegetation: carbon cycle implications. Global Biogeochem. Cy. 17, GB1817 (2003). [Google Scholar]
  34. Reichstein M. et al. Severe drought effects on ecosystem CO2 and H2O fluxes at three Mediterranean evergreen sites: revision of current hypotheses? Glob. Change Biol. 8, 999–1017 (2002). [Google Scholar]
  35. Zhu X. J. et al. Seasonal dynamics of water use efficiency of typical forest and grassland ecosystems in China. J. For. Res. 19, 70–76 (2014). [Google Scholar]
  36. Lu X. L. & Zhuang Q. L. Evaluating evapotranspiration and water-use efficiency of terrestrial ecosystems in the conterminous United States using MODIS and AmeriFlux data. Remote Sens. Environ. 114, 1924–1939 (2010). [Google Scholar]
  37. Reichstein M. et al. On the separation of net ecosystem exchange into assimilation and ecosystem respiration: review and improved algorithm. Glob. Change Biol. 11, 1424–1439 (2005). [Google Scholar]
  38. Moffat A. M. et al. Comprehensive comparison of gap-filling techniques for eddy covariance net carbon fluxes. Agric. Forest Meterol. 147, 209–232 (2007). [Google Scholar]
  39. Hansen M. R. et al. Global land cover classification at 1km resolution using a decision tree classifier. Int. J. Remote Sens. 21, 1331–1365 (2000). [Google Scholar]

Associated Data

This section collects any data citations, data availability statements, or supplementary materials included in this article.

Supplementary Materials

Supplementary Information

The global annual patterns of WUE during 2000 to 2013 are provided as supporting information. This figure was produced using ArcGIS 10.1.

srep07483-s1.pdf (5.4MB, pdf)

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