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Article

Seasonal and Regional Patterns of Streamflow Droughts in Poland: A 50-Year Perspective

by
Katarzyna Baran-Gurgul
1 and
Andrzej Wałęga
2,*
1
Department of Geoengineering and Water Management, Faculty of Environmental Engineering and Energy, Cracow University of Technology, Warszawska 24, 31-155 Kraków, Poland
2
Department of Sanitary Engineering and Water Management, University of Agriculture in Krakow, Mickiewicza 24/28, 30-059 Kraków, Poland
*
Author to whom correspondence should be addressed.
Sustainability 2025, 17(16), 7531; https://doi.org/10.3390/su17167531
Submission received: 1 July 2025 / Revised: 12 August 2025 / Accepted: 18 August 2025 / Published: 20 August 2025

Abstract

Hydrological drought in Central Europe is becoming an increasingly serious threat to agriculture, industry, and people due to climate change and the rising frequency and intensity of extreme weather events. The main aim of the paper was to assess the spatial variability of streamflow drought in Poland. The spatial analysis was conducted using daily streamflow series from 340 gauging stations for the period 1973–2022. Hydrological drought was defined as a period with a streamflow lower than Q90%. The results show that, on average, hydrological droughts occur 52 times per year at a given gauging station. Drought duration and volume depend on the gauge elevation. At higher-altitude stations, shorter and smaller-volume droughts are most commonly observed. The longest droughts are recorded in Northern Poland, particularly in the Lakeland regions, which is a serious problem mainly for the agriculture sector. Hydrological droughts in Poland most frequently begin in summer and end in late summer or early autumn. Analyses showed that hydrological drought has a strong spatial distribution, and it is possible to identify five main regions with homogeneous drought duration and volume. Trend analysis of the annual number of low-flow days indicates no statistically significant trend at 46% of stations, while 54% exhibit statistically significant increases, with marked regional variability. The highest number of stations with statistically significant decreasing trends occurs in the Southern and Eastern Baltic Lake District and in the Central Poland Lowlands and Highlands with Polesie. The study highlights the necessity of enhancing water retention, particularly in the central, lowland regions of Poland.

1. Introduction

Drought is a natural hazard, but one of the most complex hydroclimatic hazards, since it is very difficult to quantify its severity and to assess its effects, given the large number of systems affected [1]. As mentioned in the fifth assessment report of the Intergovernmental Panel on Climate Change (IPCC), drought is defined as “a period of abnormally dry weather long enough to cause a serious hydrological imbalance” [2]. This report noted an increase in meteorological, agricultural, and hydrological droughts in dry regions [3]. The Special Report on Global Warming of 1.5 °C assessed that limiting global warming to 1.5 °C is expected to substantially reduce the probability of extreme droughts, precipitation deficits, and risks associated with water availability (i.e., water stress) in some regions [4].
The defining of drought and measuring its severity makes it difficult to determine the beginning and end of a drought and the spatial extent of the event [5,6]. It is also challenging to define because of the complexity of the spatial and temporal drought propagation processes [7].
The most commonly used definition of drought is the traditional one, which states that it is a process consisting of the following stages: (a) atmospheric (metrological), which is related to deficits in precipitation combined with increases in evapotranspiration; (b) agriculture (or soil), which occurs when there is insufficient water in the ground for plant growth and vegetation, which can lead to the destruction of crops and increase the probability of forest fires; and (c) hydrological drought, which is associated with the reduction of the amount of water stored in the soil and the reduction of the flow in rivers, reducing the water supply for drinking water, irrigation, industrial needs, and hydro-power production, causing hampered navigation [5,8,9,10]. Many authors additionally distinguish the fourth phase of drought development—socio-economic drought [6,11].
This paper contains analyses of hydrological drought, which is a period when low water levels and streamflow persist in rivers, caused by long-lasting lack of precipitation, intensive evaporation (summer droughts), or long-lasting frost (winter droughts) [6,12,13]. Drought indices describing hydrological droughts use a variety of variables related to surface and groundwater amounts, such as, for example, the standardized streamflow index SSI [14] and the standardized runoff index SRI [15], both calculated with streamflow Q or the standardized groundwater level index SGI [16] based on groundwater levels. Since some snow is trapped as snow in winter, some indices describing hydrological drought use information on snow cover, e.g., the surface water supply index SWSI [17], based on, among other things, the snow water equivalent and the standardized snowmelt; the rain index SMRI [18], based on snow storage and P; and the standardized snow water equivalent index SWEI [19], based on SWE.
Since the variables needed to determine the above indicators are often difficult to access, the classical approach using streamflow drought is often used to characterize hydrological droughts [20].
Additional assumptions are sometimes used when defining streamflow drought episodes. Since a short, several-day period with a discharge lower than the critical discharge may not be significant as a period of water shortage, some authors assume a minimal duration of streamflow drought events [21]. Additionally, Fleig et al. [22] and Tallaksen et al. [23] reported that, if the time period between adjacent streamflow drought events is very short, they have the same cause and can be combined into one.
Hydrological drought in Poland and Central Europe is becoming an increasingly serious threat due to climate change and the rising frequency and intensity of extreme weather events. Studies indicate a systematic increase in air temperature and precipitation variability, leading to a reduction in water resources in rivers and water reservoirs [24].
The intensification of drought in Central Europe has been driven by a long-term slowdown of the Atlantic Meridional Overturning Circulation (AMOC) [25] and high-pressure anomalies [26]. A similar relationship between the intensification of atmospheric drought and atmospheric circulation associated with high-pressure systems over Southern Poland was described by Wałęga et al. [27]. Tokarczyk and Szalińska [28] report that, depending on the characteristics of the catchment, the recurrence interval of dry and extremely dry conditions affecting hydrological drought risk is approximately once every eight years. The effects of climate change may contribute to more frequent droughts in the winter and early spring seasons, when snowmelt may decrease. As reported by Somorowska [29], as a result of warming during the cold season, snow-dominated areas in Poland could shrink from covering 86% to only 30% of the country. Climate change exacerbates the impacts of hydrological drought, particularly concerning the ecological status of rivers, including reduced transport of nutrients and sediments, which negatively affects the nutrient balance for aquatic organisms [30]. The dynamics of drought phenomena are further complicated by their complex nature, particularly in mountainous regions, due to geological structure, land use, and precipitation patterns [31].
Unfortunately, there is a lack of research on the spatial variability of hydrological drought across the entire country based on long-term measurement series. Most studies have focused only on selected regions or individual catchments [32,33,34,35] and have primarily relied on drought indices, such as the Standardized Precipitation Index SPI or the Standardized Runoff Index SRI, rather than on threshold values for low flows. While these indices are valuable tools for drought monitoring, incorporating information on drought duration and low-flow deficits not only illustrates the scale of the drought threat but also provides critical insights for river management authorities regarding potential water deficits and the risk of failing to meet water demands for populations, agriculture, industry, and ecosystems.
The main aim of the paper was to assess the spatial variability of streamflow drought in Poland. To achieve this goal, the basic parameters of streamflow drought were determined in 340 water gauge cross-sections located throughout Poland, such as the number of streamflow drought episodes, the average Dmean, the median Dmed, and the sum Dsum drought duration and the average Vmean, the median Vmed, and the sum Vsum drought volume, as well as the longest drought duration Dmax in a given cross-section and the drought with the largest volume Vmax (at a given cross-section). The spatial distributions of those drought characteristics can be used as maps indicating drought risk areas in the studied region. The paper also determined in which months in Poland hydrological droughts most frequently begin and end, as well as the months in which the longest droughts start and finish. Additionally, trends in the annual number of hydrological drought days across Poland were analyzed against the background of physiogeographic regions. The work is a continuation and, above all, an extension of the article by Baran-Gurgul [36], in which the spatial variability of hydrological droughts in the Polish Carpathians was analyzed. At the end of the study, using the cluster analysis method, the regional occurrence of hydrological droughts was examined with regard to the simultaneous occurrence of streamflow drought at water gauge cross-sections in Poland.

2. Study Area and Data

Poland lies at the physical center of the European continent, approximately between latitudes 49° and 55° N and longitudes 14° and 24° E. The area of the country is inclined from southeast towards northwest [37]. According to Solon et al. [38], Poland spreads within six basic physiographic regions (from the north): Central European Lowland (with Coastlands, Lakelands, Lowlands), Eastern Baltic–Belarus Lowland, Sudety Mts with Sudety Foreland, Polish Uplands, Subcarpathians, Carpathians, and Ukrainian Uplands (Figure 1).
Streamflow droughts are primarily the result of a long-term lack of precipitation. Other meteorological factors that may influence the reduction of the flow in the river are those that influence the amount of evaporation: solar radiation, wind speed, and air temperature [39].
The climate in Poland, in particular precipitation and temperature, depends on the altitude. In general, as altitude increases, the temperature decreases, and the climate becomes more humid.
In the Coastal Areas, Lowlands, and Subcarpathia, the average area temperature is above 8 °C, while in the Lake Districts and Highlands, it is slightly cooler (below 8 °C) [40]. The coldest areas in Poland are the mountains: the Sudetes and the coldest region of the country, the Carpathians, with an average annual temperature on Kasprowy Wierch of 0.8 °C. The average annual area precipitation in Poland is slightly above 600 mm, exceeding 700 mm in the Outer Western Carpathians and the Sudetes, and 1000 mm in the Central Western Carpathians. The lowest values of average area precipitation occur in Central Poland: in the area of the Central Polish Lowlands and Polesie (around 550 mm). The highest sunshine duration in Poland is in the central–eastern part of the country, while the lowest is in the mountains in the south of the country.
The Lowlands are located in North and Central Poland, whereas the mountains and the Highlands are in the south. Lowland terrain dominates in Poland—about 75% of its area is located below 200 m.a.s.l.
For this reason, most of the gauges (246 out of 340) were located in the lowlands, of which one is below sea level (Tczew on the Vistula at a height of −0.496 m.a.s.l.). Eighty-five gauges were highland cross-sections (located at the altitudes between 200 and 500 m.a.s.l.), whereas the remaining nine are located in the mountains.
The data utilized in this paper was obtain from the Institute of Meteorology and Water Management—National Research Institute (IMWM-NRI) in form of daily flows (which based on water stage measured once a day at 6 UTC) series from the period between 1 November 1973 and 31 October 2022 (50 hydrological years) at 340 gauging cross-sections located within the area of Poland (Figure 1). Each series included 18,262 daily flows. Data are available at: https://danepubliczne.imgw.pl, accessed on 1 July 2024.

3. Methods

In this article, streamflow drought was defined using the POT method (Peak Over Threshold) [9,41], with Q90% as the threshold level, and a drought event starts when the daily discharge falls below the Q90% and ends when the discharge rises above that threshold and remains above it for ≥3 consecutive days (inter-event time criterion, ITC). Short exceedances (<5 days) are therefore treated as within-event breaks, and the deficit is cumulated over the entire continuous period below Q90%. The methodology for preparing Drought Effect Counteracting Plans in Poland [42] considers three threshold flows (Q70%, Q90%, and Q95%), where drought, defined by the Q90% level, is referred to as deep drought (indicating an emergency state). For defining hydrological drought, Tallaksen and van Lanen [9] recommend using threshold flows from Q70% to Q95%. In this work, the Q90% flow threshold is used to link with the actual preparation of the updated version of the drought risk assessment in Poland. The Q90% flow roughly corresponds to the mean flow calculated from the minimum annual flows in a multiannual period [43]. Exceedance probability, which is often used in Polish legal regulations, is the basis for calculating, among others, the fees for water services and consumption, the minimum required flow, and the ecological flow [44]. Furthermore, the Q90% flow is often used in determining environmental flow characteristics [45]. Therefore, the identified patterns of drought occurrence will also relate to the environmental conditions associated with ensuring the minimum biodiversity of aquatic organisms.
Based on a multi-annual daily flow series Qt at a given gauging cross-section, the time series ts,i and te,i were determined, which indicate the start tbeg and the end tend of the drought (i = 1, 2, …), thus helping define different drought characteristics:
-
the duration Di of drought i:
D i = t e n d , i t b e g , i + 1 [ day ]
-
the volume of drought Vi (shortage or deficit volume):
V t = t = t b e g , i t e n d , i Q g Q t / Q m [ day ]
where Qt is the daily flow at time t, Qg—threshold flow, and Qm—mean daily flow over a multi-annual period.
Measuring the volume of a drought in days (2) shows the number of days needed to fill up a drought with the mean flow at a given cross-section, which allows for the comparison of volumes at various gauging cross-sections. This approach has already been used in the works of Baran-Gurgul [36,46].
In this paper, it is assumed that the minimum duration of a drought cannot be shorter than two days, and if two droughts occurred at a distance of less than 3 days, they were combined into one episode (considered to have a single cause for the occurrence of these droughts).
After determining hydrological flow in all analyzed water gauge cross-sections, calculated were the number of streamflow drought episodes, the average Dmean and median Dmed drought duration, the average Vmean and median Vmed drought volume, the longest drought duration Dmax in a given cross-section, and the drought with the largest volume Vmax (at a given cross-section). The calculation results were plotted on appropriate maps. Such spatial distributions can be used as maps that indicate drought risk areas in the studied region. The paper also presents information on which months in Poland hydrological droughts most frequently begin and end, as well as the months in which the longest droughts start and finish.
Spearman’s monotonic correlation coefficient was used to check the dependence of streamflow drought parameters on altitude.
From the perspective of assessing the impact of climatic and anthropogenic changes on low river flows, the temporal variability of Xt—defined as the annual total number of days experiencing hydrological drought—was analyzed. The null hypothesis was verified, that there is no trend in Xt over time t, against the alternative hypothesis proposing a decreasing trend. To evaluate this, the Mann–Kendall test with the Hamed and Rao correction for autocorrelation was used [47,48,49]. Given the multiple Mann–Kendall tests performed simultaneously, it was necessary to control the false positive rate. Therefore, the Bonferroni correction [50] was applied to maintain the overall probability of at least one false positive below the chosen significance level. For those cross-sections where a trend was detected, the slope of the regression line was estimated using the Theil–Sen estimator [51,52].
This article also applies cluster analysis to examine regional drought patterns in terms of the simultaneous occurrence of hydrological drought at gauging stations in Poland. Following Stahl [8], the binary Euclidean distance was used as a measure of cluster separation, and hierarchical clustering was performed using Ward’s method, which minimizes distances between clusters. The variables used for clustering in this study include a series of binary daily flow deficit indicators (where DI = 1 indicates the occurrence of hydrological drought, and DI = 0 indicates no drought) at measurement cross-sections in Poland. To determine the optimal number of clusters, the elbow method and dendrogram analysis were employed.
All statistical calculations were performed using the GNU R version 4.5.1 (Great Square Root) software package [53]. For all the tests considered in the paper, the significance level α = 0.05 was assumed.

4. Results

4.1. The Number of Streamflow Droughts

As previously mentioned, in this article, streamflow drought is defined as a period of time with a flow lower than the threshold flow equal to the probability flow Q90% read from the flow duration curve. These flows range from 0.05 m3/s (at the Kuźnica Sulikowska cross-section on the Mitręga River) to 507 m3/s (at the Tczew cross-section on the Vistula River) (Figure 2a). The Qt = Q90% flows are highly, positively, and statistically significantly correlated with the catchment areas enclosed by these gauging cross-sections (Spearman’s correlation coefficient is 0.901) (Figure 2b). The distribution of Q90% is asymmetric, with a mean Qt of 18.16 m3/s differing from the median Qt of 1.92 m3/s. The Qg flow also depends on the elevation of the gauging station. Qg decreases with elevation (Spearman’s monotonic correlation coefficient is −0.336), and this relationship is statistically significant at the significance level α = 0.05 (Figure 2c).
Based on the adopted threshold flows across all cross-sections in Poland, hydrological droughts were identified. The distribution of the number of streamflow drought events is right-skewed, with an average of 52 low-flow events observed at a given cross-section (Figure 3a). The number of streamflow drought events increases with the elevation of the zero-gauge elevation (rs = 0.581) and slightly (though still statistically significantly) decreases with the increasing catchment area—Spearman’s correlation coefficient rs = −0.161 (Figure 3b,c).

4.2. Duration and Volume of Streamflow Droughts

Assuming the threshold flow Q90%, hydrological droughts in Poland between 1973 and 2022 had an average regional duration Dmean of 32.2 days (with a median regional duration Dmed of 29.9 days) (Figure 4). The total duration of droughts over the study period ranged from 817 to 1929 days (with an average of 1564 days) at individual gauging cross-sections. Both the mean regional duration and the total duration of droughts significantly decrease with an increasing zero-gauge elevation (Spearman’s correlation coefficients are −0.538 and −0.291, respectively).
Another important parameter characterizing a hydrological drought is its volume. The average areal drought volume amounts to 2.25 days (with an average areal median of 2.03 days), while the total drought volume over the multi-year period at gauging cross-sections ranges from 38.3 days to 178.7 days (with a mean of 106.6 days) (Figure 5). Both the mean drought volume Vmean and the total volume Vsum show a significant decrease with the elevation of the gauge (Spearman’s rank correlation coefficients rs are −0.581 and −0.467, respectively).
The distributions of the total values of the analyzed drought parameters show that Dsum and Vsum are close to symmetric, whereas the distributions of the mean durations Dmean and the mean volumes Vmean are right-skewed. The vast majority of gauging cross-sections (288 out of 340) are characterized by droughts, with an average duration of less than 30 days and an average volume of less than 2 days, whereas only four cases exhibit extremely long mean drought durations (exceeding 50 days) and very large mean volumes (greater than 3.5 days).
The longest average hydrological droughts and those with the largest mean volumes (but with the lowest Dmax and Vmax) are observed in the northern part of Poland—primarily in the lowest-lying Lakeland zone (Figure 6). Moving southward, droughts become shorter and their volumes smaller. However, two exceptions to the general trend of ‘the higher the elevation, the shorter and smaller the droughts’ can be noted. The first exception is the Coastal areas in the northwestern corner of the country—despite being low-lying, these regions experience shorter and less voluminous droughts on average compared to the Lakelands. The second exception involves the mountainous areas (the Sudetes in the southwest and the Carpathians in the south), where droughts are longer and have larger volumes than those observed in the uplands and the Subcarpathian region.

4.3. Drought Start and End Time

Hydrological droughts in Poland during the studied multi-year period most commonly began in summer (June, July, and August) and ended at the turn of late summer and early autumn (mainly in August and September) (Figure 7a).
The most critical droughts in terms of water shortages for agriculture, municipal services, and industry were the longest-lasting ones. In Poland, these typically began in June and ended in October, November, or December (Figure 7b). At some cross-sections located in the highest mountain areas (in the Tatra Mountains, Southern Poland), these longest droughts were predominantly autumn–winter events—usually starting in October and ending in January, February, or March (Figure 8).

4.4. Regionalization of Streamflow Droughts

The application of cluster analysis to determine homogeneously uniform areas resulted in the agglomeration of the studied stations into clusters. As illustrated in Figure 9, the elbow method indicates that the optimal number of clusters is five, as further increases in cluster number result in only marginal reductions in the within-cluster sum of squares (WSS). The locations of the stations forming the individual clusters, identified using Ward’s method, are shown in Figure 10. The analysis revealed the existence of five distinct clusters within the dataset. Cluster 1 (blue color in Figure 10) includes 66 gauging stations, located in the upper Vistula catchment area, in the region of the Carpathian Foothills and the Sandomierz Basin. Stations forming clusters 2 and 5 are located in the mountains: 11 stations are in the Tatra Mountains (cluster 5, red color), while 42 stations are in the Sudetes and their foothills (cluster 2, green color). Stations located in other areas of Poland belong to cluster 3 (yellow color, Lowlands and Uplands, 141 stations) and cluster 4 (orange color, Coastal and Lakeland areas, 80 stations).
The first cluster is characterized by the shortest average drought duration, which is below 14 days, and the smallest drought volume. It includes catchments located in the southeastern part of Poland, which are right-bank tributaries of the Vistula River. A characteristic feature of the rivers in this cluster is that the catchments are situated at altitudes exceeding 300 m above sea level, meaning they are submontane and upland areas. Many gauging stations in this cluster are located on large Vistula tributaries, such as the San and Dunajec rivers. The second cluster is characterized by the shortest total drought duration and relatively small drought volume. It is located in the Sudetes, in the southwestern part of Poland. In this cluster, the average drought duration is nearly 18 days, with an average volume of around 0.9 days. The third cluster, the largest in terms of the number of stations, includes the central–eastern part of Poland and, sporadically, the western part, primarily in the Warta River basin. Compared to the previous two clusters, the drought duration is notably longer. In this cluster, the total drought duration is the highest, exceeding 3000 days. Additionally, this cluster also records the largest total drought volume, amounting to more than 180 days. The catchments in this cluster are characterized by relatively small topographical variation, with an average elevation of about 150 m above sea level. The fourth cluster primarily includes the northern part of Poland, including catchments in the coastal areas and regions around the Great Masurian Lakes in the northeastern part of the country. This cluster is characterized by the longest average drought duration and the largest average drought volume. A clear correlation between drought duration and the location of gauging stations can be observed—these catchments are situated at the lowest altitudes, below 100 m above sea level. The last, fifth cluster comprises the smallest number of catchments, located in the Tatra Mountains. These catchments are characterized by the highest elevation, with an average altitude exceeding 500 m above sea level. At the same time, a reduction in total drought duration and volume is observed, reaching levels similar to those of the second cluster. It can thus be concluded that there are certain similarities in the processes that lead to the formation of droughts in high-mountain catchments belonging to the second and fifth clusters.

4.5. Temporal Variability of the Annual Sum of Days with Hydrological Drought

No statistically significant trend in the number of hydrological drought days was found in 46% of the gauging cross-sections. In most cross-sections (174 out of 340), regardless of their location, river size, or elevation, the statistically significant trends detected (marked with colored triangles on the map, Figure 11a) indicate an increase in the number of hydrological drought days in Poland. The Theil–Sen slope values range from 0.05 to 1.76 days per year, with an average of 0.7 days per year.
A decreasing trend in drought days (blue and green triangles on Figure 11a) was observed in 10 cross-sections—mainly located in the Dunajec (six cross-sections) and Ropa (two cross-sections) river basins within the Carpathian Mountains region, as well as one cross-section in the Southern and Eastern Baltic Coastlands region and one in the Central Poland Lowlands and Highlands with Polesie region. The highest number of increasing trends of drought days was observed in the Southern and Eastern Baltic Lake District and Central Poland Lowlands and Highlands with Polesie. The lowest number of cross-sections with increasing trends were observed in south part of Poland (Carpathian Mts, Sudety Mts.) and in north part (Southern and Eastern Baltic Coastlands)

5. Discussion

Spatio-temporal variability analysis of hydrological droughts in Poland reveals significant differences in parameters such as frequency, duration, and volume of droughts, depending on the geographical location and the altitude above sea level. According to the presented results, the number of droughts increases with the elevation of the catchment area, suggesting that higher areas are more susceptible to drought occurrences. This is consistent with observations that, in mountainous and foothill areas, due to steep terrain, precipitation runoff quickly occurs on the surface, limiting infiltration into the ground and groundwater recharge [54]. As a result, during dry periods, river flows rapidly decrease, leading to more frequent droughts.
It was observed that both the mean drought duration Dmean and the total drought duration Dsum decrease with increasing catchment altitude. A similar relationship was observed for drought volumes Vmean and Vsum, indicating that, in higher catchments, droughts are shorter and have smaller volumes. This can be explained by the quicker response of mountain rivers to precipitation and the shorter concentration time of runoff, which results in shorter periods of low flows [55]. Considering that agriculture is less intensive in higher catchments in Poland, frequent droughts present a problem for ensuring the required water supply for the population, especially in smaller catchments [56].
The longest and largest droughts are observed in the northern part of Poland, particularly in the Lakeland areas. This is due to the flat terrain and the presence of numerous lakes and wetlands, which perform a retention function, delaying water runoff and extending periods of low flows. In these regions, prolonged droughts pose a challenge to the agricultural sector [57], which is highly sensitive to water deficits and influenced by unfavorable soil conditions, such as sandy soils with low retention capacity. In contrast, in mountainous areas like the Sudetes and the Carpathians, despite the higher elevation, droughts are longer and have larger volumes compared to the uplands and the Subcarpathian region. This is associated with high forest cover, combined with recent investments in retention restoration and runoff attenuation in forested areas [58].
Streamflow droughts in Poland most commonly begin in summer (June–August) and end at the turn of late summer and early autumn (August–September). The longest droughts start in June and end in October, November, or December. In mountain catchments, especially in the Tatra Mountains, the longest droughts are autumn–winter events, starting in October and ending in January, February, or March. This seasonality is related to the distribution of precipitation and air temperature, which influences evaporation and water retention in the catchments. As noted by Hejduk et al. [13], the total annual drought volumes and the number of drought days significantly increase, indicating a substantial and relatively lasting seasonal change in the river discharge structure during low-flow conditions in the summer. Furthermore, this seasonality is determined by substrate characteristics, such as soil permeability [59].
Cluster analysis using Ward’s method allowed for the identification of five homogenous regions in terms of hydrological drought parameters in Poland. The results of this regionalization point to significant temporal and volumetric variability of droughts, which can be linked to the topographic, geological, and hydrological characteristics of the respective areas. The first cluster, encompassing the Foothills and Uplands (Carpathians and Sandomierz Basin), is characterized by the shortest average drought duration. This is influenced by the area’s elevation (300–500 m a.s.l.), which promotes rapid runoff of precipitation and shorter periods of low flow. The steep slopes limit infiltration and enhance surface runoff [60]. Somewhat different characteristics were found in clusters representing mountainous regions, such as the Sudetes and the Sudeten Foreland, as well as the Tatra Mountains. In these areas, the shortest total drought duration and relatively low drought volume were observed. Factors influencing these results may include topography that favors rapid surface runoff, low retention capacity of the substrate, and variable weather conditions. As reported by Nadudvari et al. [61], precipitation patterns—and, consequently, the hydrological regime of rivers in this region—are influenced by the North Atlantic Oscillation (NAO), as well as by intensive hydrotechnical infrastructure. Moreover, the markedly longer and more voluminous stream-flow droughts documented in the Sudetes and Outer Carpathians can be explained by the interplay of lithology-controlled groundwater storage, spring–stream connectivity, and land-surface processes, rather than by forest cover and recent retention projects alone. Crystalline and metamorphic rocks in the Sudetes and flysch sand and mud stones in the Carpathians form fracture or perched aquifers whose dynamic storage is shallow and rapidly depleted; base-flow studies and spring hydrographs show that the seven-day minima decline within weeks of a rainfall deficit in such settings [62]. Weekly monitoring in the headwaters of the Dunajec further reveals near-synchronous (0–2 week lag) drops in high-discharge fissure–spring yield and river discharge during severe droughts, underscoring the absence of a long groundwater buffer [31]. By contrast, many Polish uplands underlain by thick loess mantles, karstic Upper-Jurassic limestones, or Quaternary sand/gravel aquifers possess larger, slowly draining groundwater reserves that prolong recession times and shorten drought episodes despite comparable meteorological forcing [63]. High forest cover (>60%) in the Sudetes and Western Carpathians intensifies evapotranspiration and interception losses, hastening soil-moisture draw-down, while recent small retention structures moderate peak flows but add little long-term storage because the controlling aquifers remain thin and coarse-fractured. Consequently, the lithology–groundwater framework is the primary driver of the observed mountain–upland contrast in hydrological drought characteristics, with vegetation and retention works acting as secondary modifiers.
Despite high annual precipitation in cluster 2 (exceeding 700 mm), Sudeten rivers experience frequent but low-volume droughts ( D ¯ ≈ 18 days; V ¯ ≈ 0.9 days). Crystalline and metamorphic bedrock hosts shallow fissure aquifers; spring hydrographs fall within two weeks of rainfall deficit, offering little base-flow support [64,65]. Dense forest cover (exceeding 60%) augments interception loss and transpiration, accelerating soil-water draw-down. The Nysa cascade (Otmuchów–Nysa reservoirs) is operated mainly for flood control; summer drawdowns often exacerbate downstream low flows. Blocking highs over the Bohemian Massif commonly divert Atlantic moisture, synchronizing meteorological and hydrological drought peaks [64].
The largest group includes cluster 3, encompassing catchments mainly in the Warta River basin and parts of Central Poland. This region exhibited the longest cumulative drought duration (over 3000 days) and the highest total volume (over 180 days). The terrain is highly diversified, generally undulating with distinct land elevations. The geological structure plays a role in the persistence of droughts, as the area is composed of sedimentary rocks (sandstones, conglomerates, limestones, marls, etc.) [66] that influence slow changes in the hydrological regime and the progression of droughts. Thick glacio-fluvial aquifers supply base flow, but once depleted, they recharge slowly, prolonging deficits. The region also has the lowest mean annual precipitation in Poland (approximately 550 mm) and the highest sunshine hours. Major abstractions for agriculture and industry, together with the operation of large reservoirs (Jeziorsko on the Warta, Sulejów on the Pilica), intensify summer low flows [67]. Channelization and drainage works have further accelerated runoff and reduced groundwater–river connectivity. The longest average drought durations and greatest drought volumes occurred in the Lakeland and Coastal regions. These features are caused by low flow dynamics due to gentle slopes and high permeability of the ground. This area consists mainly of plains and hills with elevations up to 100 m a.s.l., formed of moraine material. The terrain is shaped by ongoing processes such as wind, river, and sea activity, as well as post-glacial geomorphology. An additional factor influencing drought duration is the presence of lakes. The dense lake network attenuates peak flows but sustains only modest outflow during rain-free periods, thereby prolonging low-flow conditions. Persistent coastal winds and high sunshine enhance open-water and soil evaporation. Historic peatland drainage and polderisation (e.g., Notec valley) have lowered water tables by up to 1.5 m, accelerating early-summer flow decline. Canal transfers for navigation locally mitigate deficits but reduce flows elsewhere [68].
Regarding the temporal dynamics of the annual number of low-flow days, the analysis indicates no statistically significant trend at 46% of gauging stations, while 54% exhibit statistically significant increases. This pattern suggests that recent changes in Poland’s low-flow regime are driven primarily by rising evapotranspiration and a more negative precipitation–evapotranspiration (P–ET) balance rather than by systematic increases in annual precipitation. Polish studies indicate that following the circulation shift around 1987–1989, air temperature and sunshine increased while relative humidity declined—without a clear upward trend in annual rainfall—leading to more frequent low-flow days, particularly in Central and Western Poland [69]. Since 1988, stronger westerlies and more frequent positive NAO phases have favored anticyclonic conditions over Western and Central Poland, which helps to explain widespread positive trends there and weaker or even negative trends on some southern and eastern tributaries of the Vistula that receive more orographic precipitation. In the mountain regions (the Carpathians and the Sudetes), and locally in Central Poland, decreasing trends in low-flow days may reflect flow regulation by large reservoirs [70] and a changing role of snow and spring recharge [71]. Across the Central Lowlands and Uplands, positive trends are most numerous and pronounced, consistent with declining SPEI and a negative P–ET balance since the late 1980s. In regions with dense lake networks and historically drained valleys (melioration, polders), lakes and wetlands dampen peaks but lengthen recessions, favoring longer low-flow periods, especially under summer–autumn rainfall deficits and high open-water evaporation. Long-term lake-level records show highly heterogeneous trends and a strong local anthropogenic signal (drainage, regulation), which can obscure climate signals—consistent with the coexistence of “no-trend” and positive-trend gauges. Episodic coastal rainfall deficits (e.g., 2020) reinforce this picture [72].
In summary, the key findings of the study indicate the existence of five homogenous hydrological regions in Poland, differing in terms of drought duration and volume. It was also demonstrated that terrain elevation and slope gradient significantly influence drought characteristics. Hydrological droughts in Poland exhibit strong temporal variability, related to precipitation distribution and air temperature. The longest droughts occur in summer and autumn, while in the Tatra Mountains, they also extend into winter. The research findings have important implications for water resource management. The presented drought diagnostics highlight two priority zones for water-resource conservation, namely (i) the Central Lowlands and Uplands, where irrigation demand and reservoir draw-down prolong summer deficits, and (ii) the Coastal and Lakeland zone, where historic peatland drainage has lowered groundwater tables by up to 1.5 m. To prevent drought, the following action lines are recommended: (1) small-scale retention and re-wetting, (2) dynamic environmental-flow and abstraction rules, (3) demand-side efficiency and re-use, and (4) early-warning, forecast-triggered operation
All of these actions should be reflected in Poland’s water management plans and strategies to address the uncertainty surrounding future water resource availability.

6. Conclusions

The spatial analysis of hydrological drought variability in Poland was conducted based on data from 340 gauging stations over the multi-year period 1973–2022. The study focused on determining the frequency, duration, and volume of water deficit, as well as the seasonality of droughts. To identify hydrological drought episodes, the peak over threshold (POT) method was applied using the Q90% threshold flow. The number of drought events, their average and maximum duration, deficit volume, and the months of onset and termination were calculated. A cluster analysis using Ward’s method enabled the delineation of regions with similar drought characteristics. The results revealed the significant spatial and temporal variability of hydrological droughts in Poland, driven by geographical and climatic factors. The average drought duration was 32.2 days. However, notable regional differences were observed. In mountainous areas, such as the Carpathians and Sudetes, droughts were generally shorter, while in lowland regions—especially in the lakelands—their duration was significantly longer. The longest drought episodes, with a cumulative duration of up to 1929 days (averaging 68 days annually), occurred in the central and northern parts of the country. These lowland areas were found to be the most vulnerable to prolonged and severe droughts, highlighting the need for measures aimed at increasing water retention.
Seasonal analysis showed that hydrological droughts most often began in summer (June–August) and ended in late summer or early autumn (August–September). The longest events typically started in June and lasted until late autumn or winter (October–December). In the Tatra Mountains, autumn–winter droughts were observed, which are related to limited snowmelt during that time.
Cluster analysis identified five homogeneous regions, each with distinct hydrological drought patterns, influenced by geological structure, topography, and climatic conditions. The trend analyses of the annual number of days with low flows indicate no statistically significant trend at 46% of gauging stations, while 54% exhibit statistically significant increases with strong regional variability. The highest number of stations with a statistically significant decreasing trend was observed in the Southern and Eastern Baltic Lake District and Central Poland Lowlands and Highlands with Polesie.
The findings are of significant relevance for water resource management, particularly in the context of climate change and the increasing frequency of extreme weather events. Future work will focus on modeling potential future drought scenarios and assessing their impact on the ecological status of rivers, agriculture, and drinking water supply.

Author Contributions

K.B.-G.: Conceptualization, Methodology, Formal analysis, Investigation, Writing—original draft, Visualization, Writing—review and editing, Validation, Data curation, A.W.: Formal analysis, Investigation, Writing—original draft, Writing—review and editing, Validation, Supervision. All authors have read and agreed to the published version of the manuscript.

Funding

The paper was financed by a subsidy from the Ministry of Education and Science for the Cracow University of Technology and the University of Agriculture in Krakow for the year 2025.

Institutional Review Board Statement

Not applicable.

Informed Consent Statement

Not applicable.

Data Availability Statement

The datasets will be made available by the corresponding author upon reasonable request.

Conflicts of Interest

The authors declare no conflicts of interest.

References

  1. Wilhite, D.A. Drought as a Natural Hazard: Concepts and Definitions. In D. Drought: A Global Assessment; Wilhite, D.A., Ed.; Routledge: London, UK, 2000; Volume 1, pp. 3–18. [Google Scholar]
  2. Core Writing Team; Pachauri, R.K.; Meyer, L.A. (Eds.) Climate Change 2014: Synthesis Report. Contribution of Working Groups I, II and III to the Fifth Assessment Report of the Intergov-ernmental Panel on Climate Change; IPCC: Geneva, Switzerland, 2014. [Google Scholar]
  3. Cisneros, J.B.E.; Oki, N.W.; Arnell, G.; Benito, J.G.; Cogley, P.; Döll, T.J.; Mwakalila, S.S. Freshwater Resources. In Climate Change 2014: Impacts, Adaptation, and Vulnerability: Part A: Global and Sectoral Aspects; Intergovernmental Panel on Climate Change (IPCC), Ed.; Cambridge University Press: Cambridge, UK, 2014; pp. 229–270. [Google Scholar]
  4. Allen, M.; Antwi-Agyei, P.; Aragon-Durand, F.; Babiker, M.; Bertoldi, P.; Bind, M.; Brown, S.; Buckeridge, M.; Camilloni, I.; Cartwright, A. Technical Summary: Global warming of 1.5 °C. An IPCC Special Report on the impacts of global warming of 1.5 °C above pre-industrial levels and related global greenhouse gas emission pathways, in the context of strengthening the global response to the threat of climate change, sustainable development, and efforts to eradicate poverty. In Intergovernmental Panel on Climate Change; World Meteorological Organization: Geneva, Switzerland, 2019. [Google Scholar]
  5. Wilhite, D.A.; Glantz, M.H. Understanding the Drought Phenomenon: The Role of Definitions. Water Int. 1985, 10, 111–120. [Google Scholar] [CrossRef]
  6. Mishra, A.K.; Singh, V.P. A review of drought concepts. J. Hydrol. 2010, 391, 202–216. [Google Scholar] [CrossRef]
  7. Parry, S.; Hannaford, J.; Lloyd-Hughes, B.; Prudhomme, C. Multi-year droughts in Europe: Analysis of development and causes. Hydrol. Res. 2012, 43, 689–706. [Google Scholar] [CrossRef]
  8. Stahl, K. Hydrological Drought. A Study Across Europe. Ph.D. Thesis, Albert-Ludwigs Universität Freiburg, Freiburg, Germany, 2001. [Google Scholar]
  9. Tallaksen, L.M.; van Lanen, H. (Eds.) Hydrological Drought: Processes and Estimation Methods for Streamflow and Groundwater; Elsevier: Amsterdam, The Netherlands, 2004. [Google Scholar]
  10. Water Law (Act of 20 July 2017, Journal of Laws 2017, Item 1566). Available online: https://unece.org/sites/default/files/2025-01/frPartyC146_06.06.2022_annex1.pdf (accessed on 19 October 2024).
  11. Maidment, D.R. (Ed.) Handbook of Hydrology; McGraw-Hill: New York, NY, USA, 1993. [Google Scholar]
  12. Smakhtin, V.U. Low flow hydrology: A review. J. Hydrol. 2001, 240, 147–186. [Google Scholar] [CrossRef]
  13. Hejduk, L.; Kaznowska, E.; Wasilewicz, M.; Hejduk, A. Hydrological Droughts in the Bialowieza Primeval Forest, Poland, in the Years 1951–2020. Forests 2021, 12, 1744. [Google Scholar] [CrossRef]
  14. Vicente-Serrano, S.M.; Wood, A.W. Accurate Computation of a Streamflow Drought Index. J. Hydrol. Eng. 2012, 17, 318–332. [Google Scholar] [CrossRef]
  15. Shukla, S.; Wood, A.W. Use of a standardized runoff index for characterizing hydrologic drought. Geophys. Res. Lett. 2008, 35, L02405. [Google Scholar] [CrossRef]
  16. Van Loon, A.F.; Kumar, R.; Mishra, V. Testing the use of standardised indices and GRACE satellite data to estimate the European 2015 groundwater drought in near-real time. Hydrol. Earth Syst. Sci. 2017, 21, 1947–1971. [Google Scholar] [CrossRef]
  17. Shafer, B.A.; Dezman, L.E. Development of a Surface Water Supply Index (SWSI) to assess the severity of drought conditions in snowpack runoff areas. In Proceedings of the Western Snow Conference, Reno, NV, USA, 19–23 April 1982; Volume 50, pp. 164–175. Available online: https://www.droughtmanagement.info/literature/CSU_Development_SWSI_Assess_Severity_Drought_Conditions_Snowpack_Runoff_Areas_1982.pdf (accessed on 19 October 2024).
  18. Staudinger, M.; Stahl, K.; Seibert, J. A drought index accounting for snow. Water Resour. Res. 2014, 50, 7861–7872. [Google Scholar] [CrossRef]
  19. Huning, L.S.; AghaKouchak, A. Global snow drought hot spots and characteristics. Proc. Natl. Acad. Sci. USA 2020, 117, 19753–19759. [Google Scholar] [CrossRef]
  20. Baez-Villanueva, O.M.; Tallaksen, L.M. On the timescale of drought indices for monitoring streamflow drought considering catchment hydrological regimes. Hydrol. Earth Syst. Sci. 2024, 28, 1415–1439. [Google Scholar] [CrossRef]
  21. Hisdal, H.; Tallaksen, L.M. Drought Event Definition. In Technical Report No. 6, Assessment of the Regional Impact of Droughts in Europe; Department of Geophysics, University of Oslo: Oslo, Norway, 2000. [Google Scholar]
  22. Fleig, A.K.; Tallaksen, L.M.; Hisdal, H.; Demuth, S. A global evaluation of streamflow drought characteristics. Hydrol. Earth Syst. Sci. 2006, 10, 535–552. [Google Scholar] [CrossRef]
  23. Tallaksen, L.M.; Madsen, H.; Clausen, B. On the definition and modelling of streamflow drought duration and deficit volume. Hydrol. Sci. J. 1997, 42, 15–33. [Google Scholar] [CrossRef]
  24. Spinoni, J.; Barbosa, P.; De Jager, A.; McCormick, N.; Naumann, G.; Vogt, J.V.; Magni, D.; Masante, D.; Mazzeschi, M. A new global database of meteorological drought events from 1951 to 2016. J. Hydrol. Reg. Stud. 2019, 22, 100593. [Google Scholar] [CrossRef] [PubMed]
  25. Ionita, M.; Nagavciuc, V.; Scholz, P.; Dima, M. Long-term drought intensification over Europe driven by the weakening trend of the Atlantic Meridional Overturning Circulation. J. Hydrol. Reg. Stud. 2022, 42, 101176. [Google Scholar] [CrossRef]
  26. Bakke, S.J.; Ionita, M.; Tallaksen, L.M. Recent European drying and its link to prevailing large-scale atmospheric patterns. Sci. Rep. 2023, 13, 21921. [Google Scholar] [CrossRef] [PubMed]
  27. Wałęga, A.; Cebulska, M.; Ziernicka-Wojtaszek, A.; Młocek, W.; Wałęga, A.; Nieróbca, A.; Caloiero, T. Spatial and temporal variability of meteorological droughts including atmospheric circulation in Central Europe. J. Hydrol. 2024, 642, 131857. [Google Scholar] [CrossRef]
  28. Tokarczyk, T.; Szalińska, W. Drought hazard assessment in the process of drought risk management. Acta Sci. Polonorum. Form. Circumiectus 2018, 17, 217–229. [Google Scholar] [CrossRef]
  29. Somorowska, U. Assessing the Impact of Climate Change on Snowfall Conditions in Poland Based on the Snow Fraction Sensitivity Index. Resources 2024, 13, 60. [Google Scholar] [CrossRef]
  30. Qiu, J.; Shen, Z.; Xie, H. Drought impacts on hydrology and water quality under climate change. Sci. Total Environ. 2023, 858, 159854. [Google Scholar] [CrossRef]
  31. Kozek, M.; Tomaszewski, E. Dynamics of hydrological droughts propagation in mountainous catchments. Misc. Geogr. 2022, 26, 111–124. [Google Scholar] [CrossRef]
  32. Kubiak-Wójcicka, K.; Pilarska, A.; Kaminski, D. The Analysis of Long-Term Trends in the Meteorological and Hydrological Drought Occurrences Using Non-Parametric Methods-Case Study of the Catchment of the Upper Notec River (Central Poland). Atmosphere 2021, 12, 1098. [Google Scholar] [CrossRef]
  33. Karamuz, E.; Bogdanowicz, E.; Senbeta, T.B.; Napiórkowski, J.J.; Romanowicz, R.J. Is It a Drought or Only a Fluctuation in Precipitation Patterns?-Drought Reconnaissance in Poland. Water 2021, 13, 807. [Google Scholar] [CrossRef]
  34. Kubiak-Wójcicka, K.; Juskiewicz, W. Relationships between meteorological and hydrological drought in a young-glacial zone (north-western Poland) based on Standardised Precipitation Index (SPI) and Standardized Runoff Index (SRI). Acta Montan. Slovaca 2020, 25, 517–531. [Google Scholar] [CrossRef]
  35. Kubiak-Wójcicka, K.; Bak, B. Monitoring of meteorological and hydrological droughts in the Vistula basin (Poland). Environ. Monit. Assess 2018, 190, 691. [Google Scholar] [CrossRef] [PubMed]
  36. Baran-Gurgul, K. The spatial and temporal variability of hydrological drought in the Polish Carpathians. J. Hydrol. Hydromech. 2022, 70, 156–169. [Google Scholar] [CrossRef]
  37. Kondracki, J. Regional Geography of Poland; Wydawawnictwo Naukowe PWN: Warszawa, Poland, 2000. [Google Scholar]
  38. Solon, J.; Borzyszkowski, J.; Bidłasik, M.; Richling, A.; Badora, K.; Balon, J.; Brzezińska-Wójcik, T.; Chabudziński, Ł.; Dobrowolski, R.; Grzegorczyk, I.; et al. Physico—geographical mesoregions of Poland: Verification and adjustment of boundaries on the basis of contemporary spatial data. Geogr. Pol. 2018, 91, 143–170. [Google Scholar] [CrossRef]
  39. White, J.C.; Khamis, K.; Dugdale, S.; Jackson, F.L.; Malcolm, I.A.; Krause, S.; Hannah, D.M. Drought impacts on river water temperature: A process-based understanding from temperate climates. Hydrol. Process. 2023, 37, e14958. [Google Scholar] [CrossRef]
  40. Lorenc, H. (Ed.) The Atlas of the Climate of Poland; The Institute of Meteorology and Management: Warszawa, Poland, 2005. [Google Scholar]
  41. Fleig, A. Hydrological Drought—A Comparative Study Using Daily Discharge Series from Around the World. Master’s Thesis, Institut für Hydrologie, Albert-Ludwigs-Universität Freiburg, Freiburg, Germany, 2004. [Google Scholar]
  42. Stolarska, M.; Afelt, A.; Bartold, M.; Bochenek, Z.; Dąbrowska-Zielińska, K.; Domanowski, M.; Kłosowicz, M.; Kosieradzki, R.; Liszewska, M.; Łudczak, K.; et al. Opracowanie Materiałów Merytorycznych Do Sporządzenia Projektów Planów Przeciwdziałania Skutkom Suszy Na Obszarach Dorzeczy. Etap II—Aktualizacja Opracowania “Ochrona Przed Suszą W Planowaniu Gospodarowania Wodami—Metodyka Postępowania” [Development of Substantive Materials for Drafting Plans to Counteract the Effects of Drought in River Basins. Stage II—Update of the Study “Protection Against Drought in Water Management Planning—Methodology”]; KZGW: Warszawa, Poland, 2017. [Google Scholar]
  43. Baran-Gurgul, K. Exceedance probability of characteristic flows in Poland. Acta Sci. Pol.—Form. Circumiectus 2023, 22, 23–36. [Google Scholar] [CrossRef]
  44. Baran-Gurgul, K.; Kołodziejczyk, K.; Rutkowska, A. Spatial variability of average annual and monthly minimum river flow in Poland. Geoinformatica Pol. 2023, 22, 7–20. [Google Scholar] [CrossRef]
  45. Książek, L.; Woś, A.; Florek, J.; Wyrębek, M.; Młyński, D.; Wałęga, A. Combined use of the hydraulic and hydrological methods to calculate the environmental flow: Wisloka river, Poland: Case study. Environ. Monit. Assess. 2019, 191, 254. [Google Scholar] [CrossRef] [PubMed]
  46. Baran-Gurgul, K. The risk of extreme streamflow drought in the Polish Carpathians—A two-dimensional approach. Int. J. Environ. Res. Pub. He. 2022, 19, 14095. [Google Scholar] [CrossRef] [PubMed]
  47. Mann, H.B. Non-parametric tests against trend. Econometrica 1945, 13, 163–171. [Google Scholar] [CrossRef]
  48. Kendall, M.G. Rank Correlation Methods, 4th ed.; Charles Griffin: London, UK, 1975. [Google Scholar]
  49. Hamed, K.H.; Rao, A.R. A modified Mann-Kendall trend test for autocorrelated data. J. Hydrol. 1998, 204, 182–196. [Google Scholar] [CrossRef]
  50. Bonferroni, C.E. Teoria Statistica Delle Classi e Calcolo Delle Probabilità; Pubblicazioni del R Istituto Superiore di Scienze Economiche e Commerciali di Firenze 8:3–62; Encyclopedia of Research Design; Seeber: London, UK, 1936. [Google Scholar]
  51. Sen, P.K. Estimates of the Regression Coefficient Based on Kendall’s Tau. J. Am. Stat. Assoc. 1968, 63, 1379–1389. [Google Scholar] [CrossRef]
  52. Theil, H. A rank-invariant method of linear and polynomial regression analysis, 1-2; confidence regions for the parameters of linear regression equations in two, three and more variables. Indag. Math. 1950, 1, 386–392. [Google Scholar]
  53. R Core Team. R: A Language and Environment for Statistical Computing; R Foundation for Statistical Computing: Vienna, Austria, 2024; Available online: https://www.R-project.org/ (accessed on 19 October 2024).
  54. Wojkowski, J.; Wałęga, A.; Radecki-Pawlik, A.; Młyński, D.; Lepeška, T. The influence of land cover changes on landscape hydric potential and river flows: Upper Vistula, Western Carpathians. Catena 2022, 210, 105878. [Google Scholar] [CrossRef]
  55. Radecki-Pawlik, A.; Wałęga, A.; Młyński, D.; Młocek, W.; Kokoszka, R.; Tokarczyk, T.; Szalińska, W. Seasonality of mean flows as a potential tool for the assessment of ecological processes: Mountain rivers, Polish Carpathians. Sci. Total Environ. 2020, 716, 136988. [Google Scholar] [CrossRef]
  56. Zimoch, I.; Grabunczyk, M. Water intake efficiency analysis in risk management of water supply systems—A case study of Glubczyce Collective Water Supply System, Poland. Desalin. Water Treat. 2023, 316, 669–681. [Google Scholar] [CrossRef]
  57. Kubiak-Wojcicka, K. Dynamics of meteorological and hydrological droughts in the agricultural catchments. Res. Rural Dev. 2019, 1, 111–117. [Google Scholar]
  58. Ministry of Infrastructure. Program Przeciwdziałania Niedoborowi Wody Na Lata 2021–2027 Z Perspektywą Do Roku 2023. (Water Shortage Prevention Program for 2021-2027 with a Perspective Until 2023); Ministry of Infrastructure: Tokyo, Japan, 2021.
  59. Cupak, A.; Kaczor, G. Determination of Seasonal Indices for the Regionalization of Low Flows in the Upper Vistula River Basin. Water 2023, 15, 246. [Google Scholar] [CrossRef]
  60. Wojkowski, J.; Młyński, D.; Lepeška, T.; Wałęga, A.; Radecki-Pawlik, A. Link between hydric potential and predictability of maximum flow for selected catchments in Western Carpathians. Sci. Total Environ. 2019, 683, 293–307. [Google Scholar] [CrossRef]
  61. Nadudvari, A.; Czajka, A.; Wyzga, B.; Zygmunt, M.; Wdowikowski, M. Patterns of Recent Changes in Channel Morphology and Flows in the Upper and Middle Odra River. Water 2023, 15, 370. [Google Scholar] [CrossRef]
  62. Mostowik, K.; Krzyczman, D.; Płaczkowska, E.; Rzonca, B.; Siwek, J.; Wacławczyk, P. Spring recharge and groundwater flow patterns in flysch aquifer in the Połonina Wetlińska Massif in the Carpathian Mountains. J. Mt. Sci. 2021, 18, 819–833. [Google Scholar] [CrossRef]
  63. Nygren, M.; Barthel, R.; Allen, D.M.; Giese, M. Exploring groundwater drought responsiveness in lowland post-glacial environments. Hydrogeol. J. 2022, 30, 1937–1961. [Google Scholar] [CrossRef]
  64. Staśko, S.; Buczyński, S. Drought and Its Effects on Spring Discharge Regimes in Poland and Germany during the 2015 Drought. Hydrol. Sci. J. 2018, 63, 741–751. [Google Scholar] [CrossRef]
  65. Olichwer, T.; Tarka, R. The Variability of Groundwater Resources in South-West Poland. In Proceedings of the 10th International Hydrogeological Congress of Greece, Thessaloniki, Greece, 8–11 October 2014; pp. 587–594. [Google Scholar] [CrossRef]
  66. Jokiel, P.; Marszelewski, W.; Pociask-Karteczka, J. (Eds.) Hydrology of Poland; PWN: Warsaw, Poland, 2017. [Google Scholar]
  67. Nowak, B.; Andrzejak, A.; Filipiak, G.; Ptak, M.; Sojka, M. Assessment of the Impact of Flow Changes and Water Management Rules in the Dam Reservoir on Energy Generation at the Jeziorsko Hydropower Plant. Energies 2022, 15, 7695. [Google Scholar] [CrossRef]
  68. Łabędzki, L. Controlled run-off as a method of grassland irrigation and peatland preservation in the Noteć River valley. Infrastruct. Ecol. Rural. Areas 2015, III/2, 717–726. [Google Scholar]
  69. Wrzesiński, D.; Marsz, A.A.; Sobkowiak, L.; Styszyńska, A. Response of Low Flows of Polish Rivers to Climate Change in 1987–1989. Water 2022, 14, 2780. [Google Scholar] [CrossRef]
  70. Senbeta, T.B.; Napiórkowski, J.J.; Karamuz, E.; Kochanek, K.; Woyessa, Y.E. Impacts of water regulation through a reservoir on drought dynamics and propagation in the Pilica River watershed. J. Hydrol. Reg Stud. 2024, 53, 101812. [Google Scholar] [CrossRef]
  71. Siwek, J.; Mostowik, K.; Liova, S.; Rzonca, B.; Wacławczyk, P. Baseflow Trends for Midsize Carpathian Catchments in Poland and Slovakia in 1970–2019. Water 2023, 15, 109. [Google Scholar] [CrossRef]
  72. Wrzesiński, D.; Ptak, M. Water level changes in Polish lakes during 1976–2010. J. Geogr. Sci. 2016, 26, 83–101. [Google Scholar] [CrossRef]
Figure 1. Location of gauging cross-sections in Poland with information on the gauging station elevation H [m.a.s.l]. Red lines mark the boundaries of physiographic regions.
Figure 1. Location of gauging cross-sections in Poland with information on the gauging station elevation H [m.a.s.l]. Red lines mark the boundaries of physiographic regions.
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Figure 2. Plots show (a) the box and whisker plot of probability flow Q90% (red point indicates mean Qg) and scattergram of relationship between Q90% versus (b) catchment area A (in log scale) and (c) gauging stations elevation H. rs is Spearman correlation coefficient, and asterisk * means that rs is statistically significant at the significance level α = 5%.
Figure 2. Plots show (a) the box and whisker plot of probability flow Q90% (red point indicates mean Qg) and scattergram of relationship between Q90% versus (b) catchment area A (in log scale) and (c) gauging stations elevation H. rs is Spearman correlation coefficient, and asterisk * means that rs is statistically significant at the significance level α = 5%.
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Figure 3. Number of droughts: (a) histogram of the number of droughts, (b) the relationship between the number of droughts and the catchment area A, and (c) the relationship between the number of droughts and the gauging station elevation H. rs is Spearman correlation coefficient, and asterisk * means that rs is statistically significant at the significance level α = 5%.
Figure 3. Number of droughts: (a) histogram of the number of droughts, (b) the relationship between the number of droughts and the catchment area A, and (c) the relationship between the number of droughts and the gauging station elevation H. rs is Spearman correlation coefficient, and asterisk * means that rs is statistically significant at the significance level α = 5%.
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Figure 4. Spatial distributions of average Dmean (a) and sum Dsum (b) drought duration and histograms of Dmean (c) and Dsum (d). The colors of the bars in the histograms correspond to the colors on the maps. rs is Spearman correlation coefficient, and asterisk * means that rs is statistically significant at the significance level α = 5%.
Figure 4. Spatial distributions of average Dmean (a) and sum Dsum (b) drought duration and histograms of Dmean (c) and Dsum (d). The colors of the bars in the histograms correspond to the colors on the maps. rs is Spearman correlation coefficient, and asterisk * means that rs is statistically significant at the significance level α = 5%.
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Figure 5. Spatial distributions of average Vmean (a) and median Vmed (b) drought volume and histograms of Vmean (c) and Vmed (d). The colors of the bars in the histograms correspond to the colors on the maps. rs is Spearman correlation coefficient and asterisk * means that rs is statistically significant at the significance level α = 5%.
Figure 5. Spatial distributions of average Vmean (a) and median Vmed (b) drought volume and histograms of Vmean (c) and Vmed (d). The colors of the bars in the histograms correspond to the colors on the maps. rs is Spearman correlation coefficient and asterisk * means that rs is statistically significant at the significance level α = 5%.
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Figure 6. Spatial distributions of the longest lasting drought Dmax (a) and the largest volume of drought Vmax (b) in the multiannual period 1973–2022, and histograms of Dmax (c) and Vmax (d). The colors of the bars in the histograms correspond to the colors on the maps. rs is Spearman correlation coefficient, and asterisk * means that rs is statistically significant at the significance level α = 5%.
Figure 6. Spatial distributions of the longest lasting drought Dmax (a) and the largest volume of drought Vmax (b) in the multiannual period 1973–2022, and histograms of Dmax (c) and Vmax (d). The colors of the bars in the histograms correspond to the colors on the maps. rs is Spearman correlation coefficient, and asterisk * means that rs is statistically significant at the significance level α = 5%.
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Figure 7. Mean relative number of the beginning and the ending of drought in the period 1973–2022, in all gauging cross-sections: (a) all that were observed; (b) the longest drought in a specific cross-section period 1973–2022.
Figure 7. Mean relative number of the beginning and the ending of drought in the period 1973–2022, in all gauging cross-sections: (a) all that were observed; (b) the longest drought in a specific cross-section period 1973–2022.
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Figure 8. Months with (a) the beginnings and (b) the endings of the longest droughts in the period 1973–2022 in Poland.
Figure 8. Months with (a) the beginnings and (b) the endings of the longest droughts in the period 1973–2022 in Poland.
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Figure 9. Results of the cluster analysis: (a) Elbow plot indicating the optimal number of clusters (k = 5) based on the WSS criterion; (b) dendrogram from Ward’s method with five clusters marked in different colors.
Figure 9. Results of the cluster analysis: (a) Elbow plot indicating the optimal number of clusters (k = 5) based on the WSS criterion; (b) dendrogram from Ward’s method with five clusters marked in different colors.
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Figure 10. Division into homogeneous regions resulting from cluster analysis: (a) distribution of gauge cross-section clusters across the territory of Poland, (b) histogram of catchments in individual clusters, average values within the clusters: (c) Dmean [day], (d) Vmean [day], (e) H [m.a.s.l], (f) Dsum [day], (g) Vsum [day].
Figure 10. Division into homogeneous regions resulting from cluster analysis: (a) distribution of gauge cross-section clusters across the territory of Poland, (b) histogram of catchments in individual clusters, average values within the clusters: (c) Dmean [day], (d) Vmean [day], (e) H [m.a.s.l], (f) Dsum [day], (g) Vsum [day].
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Figure 11. Trend analysis results—the values of the Theil–Sen estimator for the series of annual sums of days with hydrological drought. Triangular points on the map (a) indicate statistically significant trends, while black circles represent stations with no significant trend. The magnitude of the trends (Theil–Sen slope values) is shown by the color of the triangles and is summarized in the histograms below (and marked with the same colors as the triangles on the map) (b). Below the map, the number of increasing trends (indicated by ↑) and decreasing trends (indicated ↓) in the respective physiographical regions is shown.
Figure 11. Trend analysis results—the values of the Theil–Sen estimator for the series of annual sums of days with hydrological drought. Triangular points on the map (a) indicate statistically significant trends, while black circles represent stations with no significant trend. The magnitude of the trends (Theil–Sen slope values) is shown by the color of the triangles and is summarized in the histograms below (and marked with the same colors as the triangles on the map) (b). Below the map, the number of increasing trends (indicated by ↑) and decreasing trends (indicated ↓) in the respective physiographical regions is shown.
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Baran-Gurgul, K.; Wałęga, A. Seasonal and Regional Patterns of Streamflow Droughts in Poland: A 50-Year Perspective. Sustainability 2025, 17, 7531. https://doi.org/10.3390/su17167531

AMA Style

Baran-Gurgul K, Wałęga A. Seasonal and Regional Patterns of Streamflow Droughts in Poland: A 50-Year Perspective. Sustainability. 2025; 17(16):7531. https://doi.org/10.3390/su17167531

Chicago/Turabian Style

Baran-Gurgul, Katarzyna, and Andrzej Wałęga. 2025. "Seasonal and Regional Patterns of Streamflow Droughts in Poland: A 50-Year Perspective" Sustainability 17, no. 16: 7531. https://doi.org/10.3390/su17167531

APA Style

Baran-Gurgul, K., & Wałęga, A. (2025). Seasonal and Regional Patterns of Streamflow Droughts in Poland: A 50-Year Perspective. Sustainability, 17(16), 7531. https://doi.org/10.3390/su17167531

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