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Article

Extreme Droughts in the Peruvian Amazon Region (2000–2024)

by
Daniel Martínez-Castro
1,*,
Ken Takahashi
1,
Jhan-Carlo Espinoza
2,3,
Alejandro Vichot-Llano
4,5,
Miguel Octavio Andrade
1 and
Fey Yamina Silva
1
1
Instituto Geofísico del Perú, Calle Badajoz, 169 Mayorazgo IV Etapa. Ate, Lima 15012, Peru
2
Institut des Géosciences de l’Environnement, Institut de Recherche pour le Développement, Centre National de la Recherche Scientifique, Université Grenoble Alpes, 70 Rue de La Physique, Bat. OSUG-B. Domaine Universitaire, 38400 Saint Martin d’Hères, France
3
Instituto de Investigación Sobre la Enseñanza de las Matemáticas (IREM PUCP), Pontificia Universidad Católica del Perú, Lima 15088, Peru
4
Instituto de Meteorología, La Habana 10400, Cuba
5
CMCC Foundation—Euro-Mediterranean Center on Climate Change, 73100 Lecce, Italy
*
Author to whom correspondence should be addressed.
Water 2025, 17(12), 1744; https://doi.org/10.3390/w17121744
Submission received: 16 April 2025 / Revised: 11 May 2025 / Accepted: 20 May 2025 / Published: 10 June 2025

Abstract

Droughts in the Amazon region are expected to increase in frequency and intensity, which would negatively affect the tropical forest, leading to a positive climate–forest feedback loop that could potentially result in the collapse of this ecosystem. In this study, extreme drought conditions were identified in the Peruvian Amazon region for the period 2000–2024 using the maximum cumulative water deficit (MCWD) index, which is related to the tropical forest water stress. The ERA5, CHIRPS, and MSWEP datasets were used to estimate precipitation, while ERA5 data were used for evapotranspiration. This study focuses on the specificities of droughts and the differences across study areas. Six study areas were specified, three of them located in the Loreto department (northern Peruvian Amazon), another centered in Moyobamba city (western Peruvian Amazon), another in Ucayali, in the central Peruvian Amazon, and the other in Madre de Dios (southern Peruvian Amazon). It was found that the drought events are more frequent and intense in the central and southern regions of the basin. Based on the combined effect of the regional severity of the drought and its spatial extent, estimated from averaging across study areas and precipitation datasets, we identified the hydrological years of 2023-24, 2022-23, 2009-10, and 2004-05 as extreme droughts and 2015-16 and 2006-07 as moderate droughts.

Graphical Abstract

1. Introduction

Over the last two decades, the Amazon basin has experienced several periods identified in the scientific literature as extreme drought, such as those in 2005, 2010, 2015–2016, and recently in 2023 and 2024 [1,2,3]. The increased frequency of extreme droughts, combined with heightened deforestation, could soon lead the Amazon rainforest to a critical “tipping point”, where accumulated environmental stresses could trigger irreversible changes, such as transitioning into a savanna-like ecosystem [4,5]. The carbon sink effect of the Amazon basin, which is essential for the mitigation of global warming, has also been in steady decline in the last decades [6,7,8]. According to previous studies, extreme droughts in the Amazon basin are usually associated with El Niño in the tropical Pacific and warm conditions in the tropical North Atlantic, or a combination of both anomalies [9,10].
Additionally, the “flavors” of El Niño result in different impacts in the Peruvian Amazon [11], with reduced summer (DJF) precipitation with El Niño in the central Pacific, while El Niño in the eastern Pacific is associated with substantial precipitation reduction in the northwestern Peruvian Amazon in winter (JJA).
The severe 2005 drought was considered by Zeng et al. (2008) [12] as a rare extreme climatic event caused by a warm tropical North Atlantic Ocean that modified the Hadley circulation, reducing moisture transport into the Amazon basin, in combination with a slow soil drying process, which extended from the El Niño event of 2002, altering surface moisture balance in the region. After 5 years, an even more extreme drought event took place in 2010, which was the strongest since 1903, as a consequence of the coincidence of the El Niño event and the warming of the tropical North Atlantic that produced a northward displacement of the intertropical convective zone (ITCZ) relative to its climatological position and an increase in the length of the dry season, which seriously affected the hydrology of the Amazon River in the spring [13,14]. The next extreme drought that extended over the Amazon basin occurred after four years, extending from 2015 to 2016, coincident with a strong El Niño event both in the Central Pacific and in the Eastern Pacific and with extremely high temperatures in the Amazon basin [11,15].
Papastefanou (2022) [1] studied the variation in the spatial extent, location, and season of the drought events in the entire Amazon basin for the years 2005, 2010, and 2015–2016. According to their evaluation, the area affected by severe drought varied between 0% and 39%, depending on the precipitation dataset and drought index used.
The recent generalized drought and warmth situation extending from 2022 to 2024 was studied by Espinoza et al. (2024) and Marengo et al. (2024) [2,3], who concluded that it was in close relationship with the transitional situation between La Niña during 2022-23 and El Niño conditions in the austral winter and spring of 2023, and the general warming of the world oceans, including the north tropical Atlantic. La Niña was associated with dry conditions in southwestern Amazonia during the onset of the 2022-23 hydrologic year (HY), including the South American Altiplano [16,17], while El Niño and warm conditions in the tropical North Atlantic were linked to drought in central and northern Amazonia during the austral winter and spring of 2023 [2]. This event also occurred during a widespread anomalous warming over the worldwide ocean, primarily driven by the El Niño event [18]. Several authors have raised the question of the possible link between droughts in Amazonia and global warming [19,20,21,22]; evaluations of the intensity and the characteristics of these droughts have been developed [9,11,13,23,24,25], and their impact has been discussed [26,27,28,29].
Aragǎo et al. (2007) [26] proposed the application of the Maximum Cumulative Water Deficit index to the evaluation of drought conditions in the Amazon basin. They used MCWD to study the impact of droughts on the Amazon forest, demonstrating its effectiveness in capturing the cumulative effects of water deficits on vegetation. This index has also been used in several other works and has proved to be a valuable tool for investigating droughts in the Amazon basin due to its ability to capture the cumulative water stress experienced by ecosystems over time and to its relationship with tree mortality (Malhi et al. 2009 [30]; Lewis et al. 2011 [31]). MCWD has been shown to correlate strongly with ecological responses in the Amazon basin, such as reduced photosynthetic activity, increased tree mortality, and higher fire susceptibility. This makes it a more reliable indicator of drought impacts on tropical forests than other indices, such as SPEI, which is very useful from a climatological or hydrological point of view but does not always align as closely with ecological outcomes in the Amazon due to its standardization and lack of focus on cumulative deficits [32,33].
Papastefanou et al. (2022) [1] selected several precipitation and evapotranspiration datasets to evaluate these droughts and their effects, studying the possible influence of the different manifestations of El Niño and the warming of the Atlantic surface on their development. They used precipitation data from several sources, including those derived from satellite-based radar measurements, global observations, general circulation models, and atmospheric reanalysis. To evaluate the severity of droughts and their spatial extent, they applied several indices, highlighting the convenience and simplicity of using the maximum cumulative water deficit index (MCWD).
All these works have been focused on the whole Amazon Basin, including in some cases part of Peru as one of the subregions, so that the general conclusions are not necessarily valid for the Peruvian Amazon, where particular climate conditions exist, such as in the transition between the forest and the Andes mountains, known as the Andes–Amazon transition region [13,34,35]. Additionally, Papastefanou et al., 2022 [1] considered a standardized variant of the MCWD index, in relative terms, which does not allow the assessment of the drought stress on the forests in the different regions of Perú.
The present work is aimed at evaluating the severity and spatial extension of the most extreme droughts in the Peruvian Amazon region throughout the XXI century using the MCWD index in absolute terms to answer the question about the degree of manifestation of the drought phenomenon in the Peruvian Amazon basin in the first 24 years of the present century. In addition, we provide a regional approach, highlighting the different expressions of drought in areas characterized by different annual rainfall cycles and the impacts on water deficit and surface energy fluxes. The study period extended from 2000 to 2024, during which four extreme droughts have been reported for the entire Amazon basin, but the degree of influence on the Peruvian territory has not been conclusive.

2. Materials and Methods

2.1. Data Sources

To estimate the drought-related variables, we used monthly mean data from the ERA5 reanalysis (https://cds.climate.copernicus.eu/datasets/reanalysis-era5-single-levels-monthly-means?tab=download, accessed on 6 February 2025; [36,37]), which includes precipitation, air and land surface temperature, evapotranspiration, accessed on, and surface energy flux data. ERA5 is the fifth generation of the European Centre for Medium-range Weather Forecasts (ECMWF) atmospheric reanalysis of the global climate, and it is produced by the Copernicus Climate Change Service (C3S) at ECMWF.
For precipitation information, we decided to use several databases that combine satellite, model, and in situ information because of the scarcity of pluviometric data in the Peruvian Amazon region. The Peruvian Interpolation data of the PERUVIAN Hydrometeorological Service, SENAMHI’s Climatological and Hydrological Observations (PISCO) database [38,39], was initially considered, but in the end, it was not used, because previous evaluation showed that the absence of surface rainfall stations in the southern Peruvian Amazon region caused misrepresentation of the rainfall distribution. The IMERG (Global Precipitation Mission Integrated Multi-satellite Retrievals for GPM) database [40], obtained from the compatible information from the satellite constellation radiometers and the radar on board the main GPM satellite, was tested too, but preliminary comparison with other databases showed that this dataset seems to overestimate precipitation in the Peruvian Amazon basin, so it was discarded.
On the other hand, the Climate Hazards Group InfraRed Precipitation with Station data (CHIRPS 2.0) precipitation database has been successfully used by several authors in the region, as [41,42,43]. It is based on 0.05° resolution satellite imagery and in situ station data, and it is aimed at trend analysis and seasonal drought monitoring https://data.chc.ucsb.edu/products/CHIRPS-2.0/global_monthly/netcdf/, accessed on 6 February 2025; [44]. Another precipitation data source that was used is the Multi-Source Weighted-Ensemble Precipitation (MSWEP) https://www.gloh2o.org/mswep/, accessed on 6 February 2025; which is a global precipitation product with a 3-hourly 0.1° resolution merging gauge, satellite, and reanalysis data [45]. This dataset has been used in South America, including the Amazon forest, by [46,47] and others, with good results. The monthly precipitation product of ERA5, which has been thoroughly tested in the world, including tropical and Amazon forests [48,49], was also used. To obtain water deficit, the evapotranspiration from ERA5 was combined with precipitation from the three datasets. The data sources, variables and units have been summarized in Table 1.

2.2. Study Area

This study focuses on the Peruvian Amazon region, specifically within the area that extends from 16° S to 1° N and 82° W to 68° W. This region is limited to the west by the Andes Mountain range (4000–5000 masl) and to the east, north, and south by Peruvian borders. It is characterized by a complex spatial distribution of rainfall related to the north–south extension and the presence of the Andean mountains [34]. In the Andean foothills of the southern Peruvian Amazon region, we find “hotspots” with maximum precipitation at altitudes of 400–700 masl, accumulating more than 4000 mm annually [50,51], fed by the moisture transport from the South American low-level jet.
In association with the mature phase of the South American monsoon system, the wet season in central and southern Peruvian Amazon occurs during December–March, and the dry season extends from June to September [13]. Consequently, the HY for the Amazon River region in Peru (e.g., in Tamshiyacu station in Loreto) is taken to be from September to August, with lowest river level in September and maximum values in April–May (Espinoza et al., 2011 [13]; Valenzuela et al., 2023 [52]).
As for the entire Amazon basin, droughts have been reported over this region in 2005, 2010, and 2015-16 [13,23], so that the high spatio-temporal variability of the precipitation regime in this region is an important characteristic of the Peruvian Amazon region.
To study the temporal evolution of the variables, six square areas of the Peruvian Amazon region, sized 2 × 2 degrees each, were chosen. The first of them (LOR1) covers the northeast of the Loreto department, where the maximum precipitation records are registered; other two regions cover the western (LOR2) and southern (LOR3) areas of Loreto, where rainfall is also high; and the fourth region covers the forest border transitional region in the eastern slopes of the Andes, centered in the Moyobamba city, in the department of San Martín (MOY). The last two regions cover the southern part of the Peruvian Amazon forest, in the departments of Ucayali (UCA) and Madre de Dios (MD). These regions have different regimes not only of precipitation but also of evapotranspiration [34,53]. Table 2 and Figure 1 show the boundary coordinates and geographical location of the study areas.

2.3. Obtaining the MCWD Drought Index

The “Maximum Cumulative Water Deficit (MCWD)” index is obtained after the calculation of the water deficit (WD), which is the difference at each grid point between monthly precipitation (Pr) and evapotranspiration (Et). Subsequently, for the hydrologic year (HY), which in Peru is considered from September to August, the cumulative deficit is calculated as the sum of the deficits of all the months when monthly evapotranspiration is greater than monthly precipitation.
The monthly water deficit WD for month j (j = 1, … 12) is given by
WDj = Etj − Prj
If WDj is negative, it means that precipitation has been sufficient to meet the evapotranspiration demand and recharge the soil water. If WDj is positive, it indicates a water deficit, i.e., precipitation has not covered water demand, and the soil has experienced a period of water stress.
Next, from the WDj values, the accumulated water deficit is calculated month by month. This accumulation considers the existing deficit in the soil and how it increases or decreases with each month based on precipitation and evapotranspiration. That is, for each j starting from j = 1:
CWD j = i = 1 j WD i × H WD i
where H is the Heaviside step function. Thus, if the water deficit value is negative (i.e., there is a surplus of water in the soil), it would be reset to zero, since the moisture in the soil is sufficient to cover the deficit. Otherwise, if the WD value is positive, it continues to accumulate to record the water deficit for the following month. After calculating the accumulated CWDj balance for each month of the year or study period, the MCWD is defined as the maximum value reached by CWDj during that period, which represents the greatest water deficit experienced by the soil in that period and, therefore, the point of greatest water stress for vegetation.
MCWD = max(CWD1, CWD2, …, CWD12)
The larger the MCWD value, the more intense the accumulated water deficit and, therefore, the greater the stress experienced by the ecosystem. A high MCWD value (e.g., MCWD > 200 mm) indicates a significant water deficit, meaning that the soil has been under considerable water stress and vegetation may have had difficulties accessing sufficient water [26], so that, following [30], a rainforest would tend to become a seasonal forest, while MCWD > 300 mm would correspond to a savanna. MCWD values close to zero suggest that the water deficit was low, and vegetation did not experience significant stress. However, the allocation of objective thresholds associated with drought is a complex problem and depends on regional conditions [30]. This problem has been approached in diverse ways, and sometimes, a standardized variant of the index has been used to designate the thresholds [1].
The MCWD value is determined for each HY in each area, which corresponds to the mean value of the index for the grid points within the area. In this work, the index is used in its absolute variant, since this is more relevant to the effects of drought on vegetation and its interpretation is much clearer than in the relative case, which is strongly determined by the local rainfall climatology and can lead to the paradox of diagnosing severe drought where rainfall totals are normal for sustaining the forest and moderate or weak drought in regions with critical rainfall totals. According to [30], drought assessment is determined by both the MCWD and the accumulated precipitation. Although the MCWD index provides a measure of the moisture that the soil has lost because of the rainfall deficit cumulatively throughout the months of the hydrological cycle, which occurs most frequently in the dry period, the water reserve of surface and underground reservoirs also depends on the accumulated rainfall in the rainy season, which is not considered in the index. It is considered that evergreen forests tend to predominate if the dry season is weak, i.e., MCWD < 200 mm. However, if the accumulated precipitation AP is greater than 1500 mm, forests still predominate, even for higher values of MCWD. If AP < 1500 mm, savannahs predominate for MCWD < 400 mm, and there is a wide transition zone for 200 mm < MCWD < 400 mm. From this, it is inferred that an approximate drought criterion for a tropical forest is MCWD > 200 mm. In this work, 30 mm, 110 mm, and 140 mm were used as absolute thresholds close to those derived by [1], from their distribution functions have been used, corresponding to their relative thresholds, and the 200 mm threshold was added as an additional one to highlight the most extreme drought regions at a regional level.
Unlike [1], who apply the assumption of a fixed value of Et = 100 mm, based on the argument that this is a correct estimation for tropical forest conditions, in this work, we use the evaporation variable “e” from ERA5 monthly reanalysis to estimate the evapotranspiration.

3. Results

3.1. Annual Precipitation and Evaporation in the Study Areas of the Peruvian Amazon

The first approximation to the problem of droughts in the Peruvian Amazon is the analysis of the interannual precipitation variability in the study period. Figure 2 shows the records of annual precipitation and evaporation for the six study areas from each dataset. A general feature is the relatively low interannual variability of the evaporation record, whose variations are hardly noticed in the figure, except for the decreasing trend in the last two years of the record in all of the study areas, which has been identified as a characteristic for the entire Amazon basin in 2024 [3]. The interannual variability is mainly dominated by precipitation, with differences across datasets, particularly the low precipitation values estimated by CHIRPS for the LOR3 and MOY areas in the first half of the period (2000–2009). The annual precipitation maxima correspond to HYs 2007–2008, 2011–2012, and 2014–2015 for most areas, and the minima were found in 2005–2006, 2009–2010, 2015–2016, and 2023-24. In general, over almost the entire period, precipitation in the areas of the Loreto department was greater than in the rest of the areas, particularly in LOR1 and LOR2, which will be shown to be consistent with fewer drought conditions. Annual precipitation is almost always well above annual evaporation, but it must be emphasized that this is not held for monthly precipitation, which undergoes periods where evaporation surpasses precipitation, mainly in the dry seasons, which can be associated with drought and cause the cumulative water deficit.
The average annual cycle of the water deficit in the different study areas and estimated by different precipitation datasets is shown in Figure 3.
Most of the water deficit is obtained for the dry season, including the June–August period, which is the end of the hydrological year, and particularly in August, which is its last month. This is especially evident in the observational datasets MSWEP and CHIRPS (Figure 3B,C), while the semi-observational ERA5 shows more dispersion but with a clear mode in August (Figure 3A). This behavior differs from the Brazilian Amazon region, for which the hydrological year ends in September [1].

3.2. Determination of Drought Periods

To determine the drought periods characteristic of the Peruvian Amazon region and their extension and intensity in different parts of the region, we evaluated the areal average MCWD from 2000 to 2024 for each of the study areas (Figure 4).
The identification of drought periods was carried out based on the MCWD index, calculated from the different data sources, wherein important differences were found across the precipitation datasets. Figure 4 shows the record of the index value for every hydrological year of the study period, calculated after averaging the values of MCWD on the grid points of each study area. The lines in different colors represent the different study areas. For instance, following ERA5 (Figure 4A), the higher values of the record for most of the period were obtained by MD, followed by UCA, and the greatest peaks were obtained for MD in 2009-10 and for LOR3 in 2023-24. LOR1, LOR2, and MOY show relatively low values for this database. UCA shows clearly the highest MCWD record for MSWEP (Figure 4B), followed by MD, but for the second half of the period, MD is not much higher than LOR3 and MOY. In this case, the higher peaks are for 2023-24 and for 2004-05. The CHIRPSf (Figure 4C) record shows again that UCA has the highest record, followed by LOR3 and MD, and peaking in 2022-23 in the case of UCA and 2006-07 in the case of LOR3.
The threshold values were considered as close to those obtained by [1] from the distribution functions of their relative MCWD values to make possible the intercomparison of results and considering the evaluations of [30]. Based on this, the value of 30 mm is considered as threshold 1, the lower threshold, corresponding to weak drought near to normal conditions; the middle (threshold 2) is 110 mm, corresponding to mild drought conditions, which, according to [31], may be associated with tree mortality for more vulnerable species; an intermediate–higher threshold (threshold 3) is 140 mm, where more species may become vulnerable; and a higher threshold of 200 mm (threshold 4) has been considered to show up in the most severe drought regions. It has to be emphasized that the effect of drought conditions in a specific location depends not only on MCWD but also on the water table depth of the soil and on the types of trees [54], underlining the dependence of the MCWD threshold effect on tree mortality and the difference in the effect of different thresholds in forest trees and palms, which are much more resilient. The most relevant aspect of the MCWD index series is its high temporal variability, with peaks in the dry years for the given region, as well as across regions, with the largest MCWD values in the southern areas (UCA and MD), followed by MOY and LOR3 further north, while the water deficit is not so stressful in the LOR1 and LOR2 regions, with climatologically higher precipitation.
For each of the datasets, the average MCWD, including all the study areas, is shown in Figure 5. The HYs with greater average MSWD are not the same for every dataset. Considering the four higher MCWD values for each dataset, according to ERA5 (Figure 5A), the higher average MCWD corresponds to 2023-24, 2022-23, 2015-2016, and 2009-2010, while for MSWEP (Figure 5B), they correspond to 2023-24, 2004-05, 2009-10, and 2006-07. On the other hand, for CHIRPS, the greater MCWDs are those of 2022-23, 2006-07, 2004-05, and 2023-24 (Figure 5C). As a result, the only common HY is 2023-24.
To reach a general criterion, MCWD values from the three observational datasets were averaged, obtaining the distribution shown in Figure 5D. The rankings of the MCWD average values in Figure 5 are shown in Table 3, where column 1 shows the HYs, sorted from higher to lower average MCWD value; column 5 shows the corresponding average HCWD for each HY; and columns 2–4 show the values for each of the datasets. To classify the severity of the droughts, we consider the statistics of this average MCWD, which has a mean value of 53.8 mm and a standard deviation of 22.6 mm. From this, we identify the HYs with greater average MCWD values (Figure 5D), 2023-24, 2022-23, 2009-10, and 2004-05 as extreme droughts (red characters in Table 3), since their MCWD is greater than the mean plus one standard deviation. The years 2006-07 and 2015-16, with MCWD below this but above the 70th percentile, are considered moderate droughts for the Peruvian Amazon region (green characters in Table 3).
The comparison between the average precipitation and evaporation annual cycles for the years with extreme drought and the climatology of the whole period, using different datasets, can be seen in Figure 6, where the rows show the cycles for the three datasets and the model for the LOR1 (Column 1), UCA (Column 2), and MD (Column 3) study areas. From all the panels, the variability of evaporation is much less than that of precipitation. It is also apparent that, for the dry seasons in UCA and MD, the evaporation for the extreme drought cycles is higher than the precipitation. This does not hold for LOR1, because the drought impact is not very high in this area, as follows from the low MCWD values. This shows that the characterization of extreme drought HYs obtained from Table 3 is qualitatively correct, as the characterization made for individual HYs emerges on a climatological scale. Another consequent feature of Figure 6 is that precipitation records for extreme droughts are lower than climatology in most of the dry season, particularly in UCA and MD.

3.3. Spatial Distribution of Drought Regions

The spatial distributions of the estimated MCWD in the Peruvian Amazon region are shown in Figure 7 for the years classified as extreme drought, as obtained from ERA5 precipitation and evapotranspiration data and by the CHIRPS and MSWEP precipitation data, combined with ERA5 evapotranspiration. The upper row of panels shows the spatial distribution of MCWD according to ERA5. In this case, the droughts of 2004-05 and 2009-10 emerge as the ones with the most extended area inside the two higher thresholds (3 and 4, orange and red colors), but if the second threshold is considered, the 2023-24 drought turns out to be the most extended. It is important to note that, following this dataset, only in 2022-23 and 2023-24 can a drought signal in the northern part of the Loreto region be found. In the four HYs, the main drought areas were in the Madre de Dios and Ucayali regions, while in the Andes–Amazon transition region, the lower threshold was accomplished. The CHIRPS dataset was characterized by a more extended threshold 4, including all the Andes–Amazon transition region, while Madre de Dios and Ucayali were also affected by drought, which reached the southern extreme of Loreto. Only in 2022-23, most of Loreto was affected by drought, within its lower threshold. The distribution for MSWEP was very similar to CHIRPS for the first two HYs but showed relatively weak drought for 2022-23 and the strongest signal in 2023-24, covering all the Peruvian eastern border area and extending threshold 2 till most of Loreto. The most striking difference across datasets is the low drought threshold in the Andes–Amazon region for ERA5. This is related to the overestimation of ERA5 in precipitation for mountain areas [55,56]. The area covered by the lower threshold in 2004-05 by any of the datasets can be compared with the area of moderate drought identified by more than six datasets in Figure 1 of [1], where most of the Peruvian Amazon territory is covered by drought, except north of Loreto. The area of maximum threshold in the present paper, covering Ucayali and Madre de Dios, is included in the six coincident datasets area in [1]. However, for the 2009-10 drought, at least five datasets show drought in [1], while in our case, most of Loreto is free of drought. On the other hand, at least in part of the Amazon–Andes region, all the datasets in [1] detected drought, while in our case, the whole region is covered by drought following CHIRPS or MSWEP.
The climatological distribution of MCWD, estimated by the three datasets, is shown in Figure 8, considering the study period from HY 2000-01 to 2023-24. It evidences that the dry conditions in the southeast of Peru are a climatological feature that gets worse in conditions of extreme drought. These conditions can also be found in the central-south Andes–Amazon transition region, in the Apurimac department, as can be seen from the ERA5 dataset. However, the satellite-based datasets CHIRPS and MSWEP show high MCWD values all along the right slope of the Andes, which must be considered with caution because of uncertainties in satellite-based estimation of precipitation over mountains, which is characteristic of satellite-based datasets [57].
The evaluation of the area affected by each level of drought, corresponding to MCWD ranges delimited by the thresholds inside the Peruvian Amazon region obtained from each of the datasets for the HYs with extreme drought, was calculated from the number of grid points within each range. The results are shown in Figure 9. There is no consensus across datasets about the most extended of the extreme droughts, but it can be asserted that the lower threshold (1) (MCWD ≥ 30mm) attained around 80% of the area of the region for all datasets and the higher threshold (4) of (MCWD ≥ 200 mm) reached around 10–20%. According to ERA5 and CHIRPS, the most extended maximum threshold corresponded to 2023-24, but according to MSWEP. It corresponded to 2004-05 and 2009-10.

3.4. Annual Cycles of Energy Fluxes According to ERA5 in Extreme Drought Conditions in the Peruvian Amazon

The surface radiation fluxes are tightly related to the precipitation regime and to the occurrence of drought in the tropical climate. To investigate the consistency of the annual cycle of three of the main energy flux components with the occurrence of drought, their average annual cycle was plotted for extreme drought HYs in contrast with the climatological cycle. Figure 10 shows the plots of the average annual cycle of the sensible and latent heat flux and the net solar radiation for LOR1, UCA, and MD, as obtained from the ERA5 data. The net solar radiation for the extreme drought years is greater than climatology, but the general form of the cycle is similar, showing a minimum for the dry season. The climatological cycles of sensible and latent heat show similar behavior for the three regions, and the bulk Bowen ratio (Bowen ratio for monthly totals) shows values within the rank characteristic of tropical forest, though they are lower for LOR1 and higher for MD, which is coincident with the higher precipitation averages in LOR1. The extreme drought plots show relevant absolute maxima in August for UCA and MD, clearly different from climatology, which are present in individual HY records. Consequently, the bulk Bowen ratio plots for extreme droughts are clearly different, showing extreme values of less than 0.3 for LOR1 and of almost 0.5 for UCA and MD, all of them more than 0.1 greater than climatology, which are consistent with the measurements of [58] for the dry season in Brazil.

4. Discussion

The droughts of 2004-05 and 2009-10, classified in this paper as extreme, had been previously considered as two of the most severe of the century, as well as the 2022-23 and 2023-24 droughts. The 2015–2016 drought, which has been considered the longest in this century for the entire Amazon basin [1,9,13,24,31], is classified here as moderate for the Peruvian Amazon region, with a lesser impact. Another drought period, also classified as moderate in Table 3, was found in 2006–2007, with high values of MCWD in the two observational datasets. This period had not been classified as a drought before, probably because of its local character and because it had not been cited as having an important effect on river hydrology [13].
Papastefanou et al., 2022 [1], found the Peruvian territory covered by moderate drought and some regions, mainly in the northern Loreto region, with local severe and extreme drought, but they only evaluated the distribution of the relative MCWD index and only for the pre-determined years considered as extreme droughts for all the basin. In this paper, we have evaluated the absolute MCWD indices, which allowed us to clarify the more severe impact of the drought on the southern areas of the region and the importance of this situation for the Andes–Amazon transition region.
The comparison between the spatial distribution of MCWD for these droughts for the different rainfall datasets is shown in Figure 7. In the estimation of MSWEP, the 2004-05 and 2009-10 droughts show the greatest high threshold area in the Andes–Amazon transition region, but in 2023-24, most of Loreto was covered by drought conditions, followed by 2022-23.
Even if the general pattern is similar, significant differences arise in the spatial distribution of MCWD across the datasets. The ERA5 estimation shows that higher MCWD values are mainly concentrated in UCA and MD, except in 2022-23, when these areas extend to all the regions of Loreto and MOY. CHIRPS and MSWEP show high MCWD areas also in the Andes–Amazon transition region bordering the Andes Cordillera and show unusual drought conditions in Loreto in 2022-23. This result is consistent with extreme dry and warm conditions observed in northern Amazonia during the austral winter and spring of 2023 [2,59].
The annual cycle of radiation near the Earth’s surface depends on cloud cover and is therefore related to precipitation and drought. As a result of the interaction of solar radiation with the atmosphere, the surface is heated by a net positive radiation balance during the day and cooled by a negative radiation balance at night, and the surface temperature, which is the result of the radiative balance, oscillates almost between a minimum at dawn and a maximum in the afternoon. Under rainforest conditions, the daily net radiation balance is positive, and the average daily temperature is determined by the balance of daily mean surface energy, which involves not only the short- and long-wave radiation components but also heat transfers to the atmosphere. On the other hand, the magnitude of the diurnal temperature range is related to factors such as the nature of the underlying surface, vegetation, and water phase changes, which depend on climatological conditions. The rate of increase in soil temperature during the day depends on the latent and sensible heat fluxes. On a humid surface, because of frequent and abundant rains, the latent heat flux related to evaporation prevails and the warming is lower, while on a dry surface, sensible heat prevails, and the warming is greater [60]. These diurnal variations are related to the cloud cover and precipitation characteristics of the different seasons throughout the year, which differ for every region and are closely related to the climatological conditions of dry or wet periods. This suggests that the annual cycle of the main components of the surface radiative balance depends on the possible drought condition, so in the present work, the possible changes in the cycle related to this phenomenon are investigated.
The monthly evolution of sensible and latent heat fluxes and solar radiation was analyzed during years of extreme and moderate drought, comparing them with climatological cycles in LOR1, UCA, and MD. The climatological cycles of sensible and latent heat are similar across the regions, although LOR1 has lower values, and they were higher for MD, coinciding with their precipitation levels. In extreme droughts, absolute maxima are observed in August and notable differences in the bulk Bowen ratio.
To understand the particularities of each drought period, Figure 11 shows the distribution by month of the water deficit in every HY classified as extreme or moderate drought, as estimated by CHIRPS-ERA5. The panels in the right column contain the clustered bar distributions for the extreme and moderate drought years, and the left panel contains the distributions for the corresponding preceding year. In all cases, the water deficit was obtained mainly in the dry season, in the months of May–August, and the higher WD values were concentrated in August and July. However, in every case, there is a contribution of WD from the first month of the HY that has a degree of continuity with the preceding year. In the period 2004–2007, a continuity of WD conditions can be noticed from the dry season of 2004, which contributed to the extreme drought in 2004–2005, corresponding with Central Pacific El Niño conditions and relatively dry conditions at the beginning and the end of the 2005–2006 HY, leading to the moderate drought of 2006–2007, also favored by Central Pacific El Niño conditions at the beginning of the HY, from September to February. However, most of the WD occurred in the dry season, coincident with the Central Pacific La Niña, but moderately high Tropical North Atlantic temperature (https://www.worldclimateservice.com/2024/09/11/tropical-north-atlantic-index/), accessed on 15 January 2025. In the case of 2004–2005, El Niño conditions were also present at the beginning of the HY, switching to La Niña in the dry season, but the Tropical North Atlantic temperature in this period was very high, which favored an extreme drought. In the cases of 2009–2010 and 2015–2016, it is also observed that the preceding year was affected by significant WD in the dry season. The period of 2022–2024 has been the most severe in the century, with continuous dry conditions since July 2022, when a very dry period extended to September, ending as the very dry HY of 2022–2023 with the highest WD in the dry season of 2023. This occurred after the 2021–2022 HY totally covered by Central and Eastern Pacific La Niña, extending until February 2023, when a swift switch to El Niño conditions occurred, prevailing until the beginning of 2024, together with very high air temperatures, as discussed by [2,3], and in relation to the drought conditions and heatwaves [59] in the entire Amazon basin. The HY of 2023–2024 began as moderately dry in September, but the WD was again very high in the dry season, from May to August.
It is interesting to evaluate the influence of precipitation and evapotranspiration uncertainty on the results of the present paper. The influence of precipitation uncertainty is straightforward from Table 3, showing that, if using only ERA5 as precipitation data, the diagnosed four extreme droughts would have been 2023-24, 2022-23, 2015-16, and 2009-10: If using only MSWEP, they would have been 2023-24, 2004-05, 2009-10, and 2006-07, while using only CHIRPS, we would have obtained 2022-23, 2006-07, 2004-05, and 2023.24. The approach followed here to overcome this difficulty is only one of the different methods that can be followed. In the future, this problem must be revisited to apply a greater variety of datasets. The influence of the evapotranspiration estimation has not been addressed in this paper, but the use of a reanalysis variable instead of a fixed value addresses the influence of its spatio-temporal variability in the estimation of MCWD. As an example of the possible influence of this parameter, Figure 12 shows the difference in the estimations of average MCWD across study areas, obtained by subtracting the estimation under the assumption of a constant 100 mm value (as in most previous studies [1,26,54]) from the MCWD values obtained by estimating Et from ERA5. As can be seen, the three panels show that differences of more than 20 mm in average MCWD may arise from considering the Et variability, which can produce different diagnoses of drought state and category in different regions. The contribution of the ET variability in the estimation of MCWD is mostly positive in combination with MSWEP and CHIRPS precipitation data but mostly negative in combination with ERA5 data. The dependence on the year is not clear, so it must be concluded that the estimation of Et improves the MCWD estimations. The dependence of Et estimation on other databases will be addressed by the authors in the near future.
Another important issue that is worth more discussion is the use of MCWD to assess drought in the Peruvian Amazon region. The main argument is that it is a widely recognized and utilized metric for assessing drought conditions in the Amazon rainforest. By accounting for the cumulative difference between precipitation and evapotranspiration, MCWD provides an understanding of water stress over time, making it particularly valuable for studying the impacts of drought on tropical forest ecosystems. This is because MCWD explicitly quantifies the cumulative water deficit plants experience over dry periods, particularly during the dry season, which is critical for tropical forest functioning, granting leaf shedding, photosynthesis, and carbon uptake [26]. On the other hand, MCWD tracks the most intense water stress during the annual dry season, unlike SPEI or PDSI [61], which aggregate over various scales and may miss peak stress periods [30]. Nevertheless, other indices have also been used in Amazon drought studies, as is the case of [1], who applied the relative scPDSI in addition to relative MCWD, with comparable results, but scPSDI showed much less monthly variability than MCWD, as can be seen in Figure 6 of the referenced paper. The limitations of the standardized indices, such as SPEI and scPDSI, were summarized and discussed by [62], concluding that they are not recommended to describe drought situations but that they must be complemented by estimation of water stress. The MCWD index has been used by different authors to study key issues related to Amazon forest droughts, as [63,64,65]. However, though MCWD is the best drought index to study the Amazon droughts because of its capacity to reflect the water stress in actual time, independently of climatology, it has limitations related to its inability to reflect the effect of precipitation in preceding months in easing the effect of water stress, as it does not take into account the possible influence of abundant precipitation during the rainy season that can play a critical role in mitigating water stress during subsequent dry periods, particularly in tropical forest ecosystems like the Amazon. The mechanisms through which this mitigation occurs include soil moisture recharge through percolation of rainfall into the soil, replenishing moisture in both the upper and deeper soil layers; water retention that can be accessed by plants during dry spells; and the buffering capacity of plants that can maintain transpiration and physiological functions longer into the dry season [66]. It is also important that the groundwater recharge mechanism, through which excess water from intense or prolonged rainfall can percolate deep enough to recharge shallow aquifers and raise the water table, and also the capillary rise, in areas with shallow water tables, where water can move upward from saturated zones, supplying moisture to plant roots during dry conditions [67]. These combined mechanisms, and others of a biological nature [68], allow tropical ecosystems to function with relative stability even during seasonal droughts, provided the preceding wet season was sufficiently rainy, and the MCWD index does not contain this information. These limitations have to be considered when analyzing concrete drought situations.

5. Summary and Conclusions

Precipitation, evaporation, and energy flux records from different data sources have been analyzed for the period 2000–2024 to investigate the intensity and extension of major droughts in the Peruvian Amazon. The sources of data for the identification of the presence of drought conditions were ERA5 reanalysis for evapotranspiration, precipitation and surface fluxes and precipitation datasets CHIRPS and MSWEP. To evaluate drought conditions, the Maximum Cumulative Water Deficit (MCWD) index was used, based on the difference between precipitation, and evaporation records.
Differences were found in the extreme drought hydrologic years identified with the three datasets, so the statistical distribution of the average values of MCWD across the datasets was considered to conclude that the hydrologic years of 2004-05, 2009-10, 2022-23, and 2023-24 were classified as extreme droughts, while 2006-07 and 2015-16 were classified as moderate droughts. Regarding the area covered by different drought thresholds, it also depends on the applied dataset. Using the estimations of the ERA5 and CHIRPS, the lower threshold (MCWD ≥ 30mm) attained around 80% of the area of the region, and the higher threshold (MCWD ≥ 200 mm) reached around 20%. The hydrologic year with the most extended maximum threshold, using ERA5 and CHIRPS, was 2023-24, but according to MSWEP, it corresponded to 2004-05 and 2009-10.
The moderate drought of 2006-07 had not been identified before, and that of 2015-16 had been generally considered an extreme drought for the entire Amazon basin. However, this 2015-16 drought was studied by Jimenez-Muñoz et al. (2016) [23], who found that high precipitation rates were recorded in part of the Peruvian Amazon, which gave a dry-wet bipolar characteristic to this HY for Peru, consistent with our classification as moderate drought for the Peruvian Amazon region.
Six study areas inside the Peruvian Amazon were defined, including boxes of 2 × 2 degrees in northeastern Loreto (LOR1), northwestern Loreto (LOR2), southeastern Loreto (LOR3), the Moyobamba (MOY) area, including areas of the Peruvian Amazon regions of San Martín, Amazonas, and the easternmost part of Loreto, and two other boxes in Ucayali (UCA), at the central part of the Peruvian Amazon region, and Madre de Dios (MD), at the southern part of the region. Time series of precipitation, evaporation, and MCWD were constructed for each. In general, all the databases showed similar drought patterns, with most of the water deficit concentrated between June and August, focusing on the higher values of MCWD in the Ucayali and Madre de Dios regions, but they differed in the degree of extension of severe drought conditions to the Andes–Amazon transition region east of the Andes. This can be explained by considering the possible overestimation of precipitation by ERA5 in mountain regions. A contribution of this paper is the evaluation of the predominant weight of the drought conditions in the southern areas of Perú and the forest regions in the Andes–Amazon transition region relative to the northern part of the Peruvian Amazon, which has been much less affected, except for the most recent drought period.
It is important to underline the weight of the uncertainty of the precipitation dataset in the Amazon drought diagnosis, considering the scarcity of measurements. This problem has been approached here with the use of three different datasets but will be revisited in the future, together with the influence of the uncertainty caused by the evapotranspiration data sources. Different drought indices will also be applied in future work to the diagnosis of drought conditions in the Peruvian Amazon region to compare with the present results.

Author Contributions

Conceptualization, D.M.-C., K.T. and J.-C.E.; methodology, D.M.-C. and M.O.A.; software, D.M.-C., M.O.A. and A.V.-L.; validation, D.M.-C. and M.O.A.; formal analysis, D.M.-C., K.T., J.-C.E. and M.O.A.; investigation, D.M.-C., K.T., J.-C.E. and M.O.A.; resources, F.Y.S. and K.T.; data curation, D.M.-C., A.V.-L. and M.O.A.; writing—original draft preparation, D.M.-C.; writing—D.M.-C., K.T. and J.-C.E. review and editing, D.M.-C., K.T., J.-C.E. and F.Y.S.; visualization, D.M.-C., A.V.-L. and M.O.A.; supervision, F.Y.S. and K.T.; project administration, F.Y.S. and K.T.; funding acquisition, F.Y.S. and K.T. All authors have read and agreed to the published version of the manuscript.

Funding

This research was funded by the Peruvian funding program PPR 068 “Reducción de vulnerabilidad y atención de emergencias por desastres”. Subprograms: 3.000737: “Estudios para la estimación del riesgo de desastres”; 5.005572. “Desarrollo de investigación aplicada para la gestión del riesgo de desastres”.

Data Availability Statement

The data presented in this study are available on the ECMWF Copernicus website at https://cds.climate.copernicus.eu/cdsapp#!/dataset/reanalysis-era5-land-monthly-means?tab=overview [37], the MSWEP website at https://www.gloh2o.org/mswep/ [42], and on the CHIRPS website [41].

Acknowledgments

We thank Sly Wonchuig, Abel Centella Artola, and Waldo Lavado for their support in data processing and/or valuable suggestions. This work was conducted using computational resources from Geo Cluster, provided by the Instituto Geofísico del Perú.

Conflicts of Interest

The authors declare no conflicts of interest.

Abbreviations

The following abbreviations are used in this manuscript:
WDWater deficit
CWDCumulative water deficit
MCWDMaximum cumulative water deficit
HHeaviside step function
PrPrecipitation
EtEvapotranspiration
HYHydrologic year
ERA5Fifth generation reanalysis of the ECMWF
ECMWFEuropean Centre for Medium-range Weather Forecasts
CHIRPSClimate hazards group infrared precipitation with station data
MSWEPMulti-source weighted-ensemble precipitation
ITCZInter-tropical convergence zone
SPEIStandardizes Precipitation and Evapotranspiration Index
SENAMHIServicio Nacional de Meteorología e Hidrología del Perú
PISCOPeruvian Interpolated data of the SENAMHI’s Climatological and hydrological Observations
GPMGlobal precipitation mission
IMERGIntegrated multi-satellite retrievals of the GPM
LOR1Study area in the northeast of the Loreto department
LOR2Study area in the northwest of the Loreto department
LOR3Study area in the south of the Loreto department
MOYStudy area in the Andes–Amazon transition region centered in Moyobamba city
UCAStudy area in the Ucayali department, in the central–southern part of the Peruvian Amazon region
MDStudy area in the Madre de Dios department in the southern part of the Peruvian Amazon region
EDExtreme drought
CLIMClimatology

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Figure 1. Locations of the study areas in the Peruvian Amazon forest region. LOR1: Loreto Notheast; LOR2: Loreto Northwest; LOR3: Loreto South; MOY: Moyobamba; UCA: Ucayali; MD: Madre de Dios.
Figure 1. Locations of the study areas in the Peruvian Amazon forest region. LOR1: Loreto Notheast; LOR2: Loreto Northwest; LOR3: Loreto South; MOY: Moyobamba; UCA: Ucayali; MD: Madre de Dios.
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Figure 2. Interannual variability of precipitation (Pr) and evaporation (Et) records for the six study areas, obtained from ERA5 (precipitation and evapotranspiration) and the precipitation datasets CHIRPS and MSWEP for the period 2000–2024. The color lines in the legend refer to the different data sources.
Figure 2. Interannual variability of precipitation (Pr) and evaporation (Et) records for the six study areas, obtained from ERA5 (precipitation and evapotranspiration) and the precipitation datasets CHIRPS and MSWEP for the period 2000–2024. The color lines in the legend refer to the different data sources.
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Figure 3. Annual cycle of the water deficit (WD) in the different study areas as estimated from different precipitation (Pr) and evapotranspiration (Et) datasets. (A). ERA5. (B). MSWEP (C). CHIRPS.
Figure 3. Annual cycle of the water deficit (WD) in the different study areas as estimated from different precipitation (Pr) and evapotranspiration (Et) datasets. (A). ERA5. (B). MSWEP (C). CHIRPS.
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Figure 4. Annual MCWD for the hydrologic years of the period 2000–2024 for the six study areas defined in Figure 1 and Table 2. (A). Precipitation and evaporation from ERA5. (B). Precipitation from MSWEP and evaporation from ERA5. (C). Precipitation from CHIRPS and evaporation from ERA5. The color lines in the legend refer to the different study areas. LOR1, LOR2, and LOR3 refer to the three study areas in the Loreto region. MOY refers to Moyobamba, UCA to Ucayali, and MD to Madre de Dios study areas.
Figure 4. Annual MCWD for the hydrologic years of the period 2000–2024 for the six study areas defined in Figure 1 and Table 2. (A). Precipitation and evaporation from ERA5. (B). Precipitation from MSWEP and evaporation from ERA5. (C). Precipitation from CHIRPS and evaporation from ERA5. The color lines in the legend refer to the different study areas. LOR1, LOR2, and LOR3 refer to the three study areas in the Loreto region. MOY refers to Moyobamba, UCA to Ucayali, and MD to Madre de Dios study areas.
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Figure 5. Average annual MCWD of the six study areas defined in Figure 1 and Table 2 for the hydrological years of the period 2000–2024. (A). Precipitation and evaporation from ERA5. (B). Precipitation from MSWEP and evaporation from ERA5. (C). Precipitation from CHIRPS and evaporation from ERA5. (D). Average of the three datasets.
Figure 5. Average annual MCWD of the six study areas defined in Figure 1 and Table 2 for the hydrological years of the period 2000–2024. (A). Precipitation and evaporation from ERA5. (B). Precipitation from MSWEP and evaporation from ERA5. (C). Precipitation from CHIRPS and evaporation from ERA5. (D). Average of the three datasets.
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Figure 6. Average annual cycles of precipitation (Pr) and evapotranspiration (Et) for the extreme drought (ED) hydrological years (2004-05, 2009-10, 2022-23, and 2023-24) and the climatology (CLIM) of the study period (2000–2024). The legend shows the colors of the lines corresponding to evaporation and precipitation for the two classifications.
Figure 6. Average annual cycles of precipitation (Pr) and evapotranspiration (Et) for the extreme drought (ED) hydrological years (2004-05, 2009-10, 2022-23, and 2023-24) and the climatology (CLIM) of the study period (2000–2024). The legend shows the colors of the lines corresponding to evaporation and precipitation for the two classifications.
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Figure 7. Spatial distribution of MCWD for the Peruvian Amazon region for the extreme drought hydrological years using three different datasets. Row 1: Precipitation and evaporation: ERA5. Row 2. Precipitation: MSWEP; evaporation: ERA5. Row 3: Precipitation: CHIRPS, evaporation: ERA5. Column 1: HY 2004-05. Column 2: HY: 2009-10. Column 3: HY 2022-23. Column 4. HY 2023-24.
Figure 7. Spatial distribution of MCWD for the Peruvian Amazon region for the extreme drought hydrological years using three different datasets. Row 1: Precipitation and evaporation: ERA5. Row 2. Precipitation: MSWEP; evaporation: ERA5. Row 3: Precipitation: CHIRPS, evaporation: ERA5. Column 1: HY 2004-05. Column 2: HY: 2009-10. Column 3: HY 2022-23. Column 4. HY 2023-24.
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Figure 8. Climatology of the spatial distribution of MCWD for the Peruvian Amazon region from different datasets. Left: ERA5. Center: MSWEP-ERA5 Right: CHIRPS-ERA5.
Figure 8. Climatology of the spatial distribution of MCWD for the Peruvian Amazon region from different datasets. Left: ERA5. Center: MSWEP-ERA5 Right: CHIRPS-ERA5.
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Figure 9. Percentages of the Peruvian Amazon basin area covered by the different drought threshold intervals for the extreme droughts of 2004-05, 2009-10, 2022-23, and 2023-24. (A). According to ERA5. (B). According to MSWEP. (C). According to CHIRPS. Thresholds: 1: MCWD ≥ 30 mm; 2: MCWD ≥ 110 mm; 3: MCWD ≥ 140 mm; 4: MCWD ≥ 200mm.
Figure 9. Percentages of the Peruvian Amazon basin area covered by the different drought threshold intervals for the extreme droughts of 2004-05, 2009-10, 2022-23, and 2023-24. (A). According to ERA5. (B). According to MSWEP. (C). According to CHIRPS. Thresholds: 1: MCWD ≥ 30 mm; 2: MCWD ≥ 110 mm; 3: MCWD ≥ 140 mm; 4: MCWD ≥ 200mm.
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Figure 10. Average annual cycles of three energy fluxes and the bulk Bowen ratio from ERA5 data for Northeast Loreto (LOR1), Ucayali (UCA), and Madre de Dios (MD). Upper row: sensible heat flow (sshf). Second row: latent heat flow (slhf) Third row: solar surface net radiation (ssr). Lower row: bulk Bowen ratio. Column 1: LOR1. Column 2: UCA. Column 3: MD. The curves refer to the averages for extreme drought (ExD) and the climatology (CLIM).
Figure 10. Average annual cycles of three energy fluxes and the bulk Bowen ratio from ERA5 data for Northeast Loreto (LOR1), Ucayali (UCA), and Madre de Dios (MD). Upper row: sensible heat flow (sshf). Second row: latent heat flow (slhf) Third row: solar surface net radiation (ssr). Lower row: bulk Bowen ratio. Column 1: LOR1. Column 2: UCA. Column 3: MD. The curves refer to the averages for extreme drought (ExD) and the climatology (CLIM).
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Figure 11. Annual cycles of water deficit (WD) for the six study areas for the CHIRPS-ERA5 dataset. The right column of panels contains the WD distributions for the extreme and moderate drought hydraulic tears (HYs), and the left column contains the HYs preceding each drought HY.
Figure 11. Annual cycles of water deficit (WD) for the six study areas for the CHIRPS-ERA5 dataset. The right column of panels contains the WD distributions for the extreme and moderate drought hydraulic tears (HYs), and the left column contains the HYs preceding each drought HY.
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Figure 12. Difference in MCWD between the estimation of evapotranspiration by ERA5 and the assumption of constant Et = 100 mm for the forest in the years of the study period. (A) ERA5 Precipitation. (B) MSWEP precipitation. (C) CHIRPS precipitation.
Figure 12. Difference in MCWD between the estimation of evapotranspiration by ERA5 and the assumption of constant Et = 100 mm for the forest in the years of the study period. (A) ERA5 Precipitation. (B) MSWEP precipitation. (C) CHIRPS precipitation.
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Table 1. Data sources and variables.
Table 1. Data sources and variables.
SourceURLVariable Units
ERA5(https://cds.climate.copernicus.eu/datasets/reanalysis-era5-single-levels-monthly-means?tab=download, accessed on 6 February 2025;Precipitation Pr (total precipitation tp in ERA5)mm
Evapotranspiration Et (Evaporation, e in ERA5)mm water equivalent
Surface shortwave radiation downwards (ssrd)W/m2
CHIRPShttps://coastwatch.pfeg.noaa.gov/erddap/griddap/chirps20GlobalDailyP05_Lon0360.html, accessed on 6 February 2025;Precipitationmm
MSWEPhttps://www.gloh2o.org/mswep/, accessed on 6 February 2025;Precipitation mm
Table 2. Coordinates and acronyms of the study areas.
Table 2. Coordinates and acronyms of the study areas.
Study AreaLongitudeLatitudeApproximate LocationAcronym
172°–70° W4°–2° SLoreto NortheastLOR1
276°–74° W4°–2° SLoreto NorthwestLOR2
375°–73 W7°–5° SLoreto SouthLOR3
377°–75° W7°–5° SMoyobambaMOY
373°–75° W10°–8° SUcayaliUCA
469.5°–71.5° W13°–11° SMadre de DiosMD
Table 3. Average MCWD across study areas for each of the datasets. Column 5 shows the average of columns 2–4, which is the average across study areas and datasets, and is taken as the sorting criterion. The first four rows, in red characters, correspond to the years with extreme drought, and rows 5 and 6, in orange characters, correspond to moderate droughts.
Table 3. Average MCWD across study areas for each of the datasets. Column 5 shows the average of columns 2–4, which is the average across study areas and datasets, and is taken as the sorting criterion. The first four rows, in red characters, correspond to the years with extreme drought, and rows 5 and 6, in orange characters, correspond to moderate droughts.
12345
HYERA5MSWEPCHIRPSAverage
2023-2496.0116.898.2103.7
2022-2377.364.2139.393.6
2009-1070.691.590.884.3
2004-0542.698.1100.480.4
2006-0739.682.5102.574.8
2015-1673.371.564.669.8
2005-0642.673.482.166.0
2007-0838.469.989.866.0
2010-1156.461.551.856.5
2018-1945.659.860.255.2
2020-2156.856.648.053.8
2016-1743.958.852.851.9
2003-0453.740.657.550.6
2011-1240.054.456.850.4
2000-0134.543.972.450.2
2002-038.942.377.242.8
2019-2043.846.533.141.1
2001-0227.231.249.736.0
2021-2217.623.057.332.6
2008-0913.424.757.631.9
2014-1521.222.247.930.4
2013-1414.128.647.830.2
2012-1314.419.330.921.5
2017-1810.816.125.417.4
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Martínez-Castro, D.; Takahashi, K.; Espinoza, J.-C.; Vichot-Llano, A.; Andrade, M.O.; Silva, F.Y. Extreme Droughts in the Peruvian Amazon Region (2000–2024). Water 2025, 17, 1744. https://doi.org/10.3390/w17121744

AMA Style

Martínez-Castro D, Takahashi K, Espinoza J-C, Vichot-Llano A, Andrade MO, Silva FY. Extreme Droughts in the Peruvian Amazon Region (2000–2024). Water. 2025; 17(12):1744. https://doi.org/10.3390/w17121744

Chicago/Turabian Style

Martínez-Castro, Daniel, Ken Takahashi, Jhan-Carlo Espinoza, Alejandro Vichot-Llano, Miguel Octavio Andrade, and Fey Yamina Silva. 2025. "Extreme Droughts in the Peruvian Amazon Region (2000–2024)" Water 17, no. 12: 1744. https://doi.org/10.3390/w17121744

APA Style

Martínez-Castro, D., Takahashi, K., Espinoza, J.-C., Vichot-Llano, A., Andrade, M. O., & Silva, F. Y. (2025). Extreme Droughts in the Peruvian Amazon Region (2000–2024). Water, 17(12), 1744. https://doi.org/10.3390/w17121744

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