www.gi.sanu.ac.rs, www.doiserbia.nb.rs,
J. Geogr. Inst. Cvijic. 68(1) (1–15)
Original scientific article
UDC: 911.2:551.577(497.113)
DOI: https://doi.org/10.2298/IJGI1801001M
EXTREME PRECIPITATION INDICES IN VOJVODINA REGION
(SERBIA)
Slavica Malinović-Milićević1*, Dragutin T. Mihailović2, Milan M.
Radovanović3,4, Nusret Drešković5
1
University of Novi Sad, ACIMSI — University Center for Meteorology and Environmental
Modelling, Novi Sad, Serbia
2
University of Novi Sad, Faculty of Agriculture, Novi Sad, Serbia
3
Geographical Institute “Jovan Cvijic” SASA, Belgrade, Serbia
4
South Ural State University, Institute of Sports, Tourism and Service, Chelyabinsk, Russia
5
University of Sarajevo, Faculty of Sciences, Department of Geography, Sarajevo, Bosnia and
Herzegovina
Received: January 27, 2018; Reviewed: March 16, 2018; Accepted: March 30, 2018
Abstract: The evolution of daily extreme precipitation from 1966 to 2013 in Vojvodina Region
(Serbia) was investigated. We calculated trends of ten precipitation indices and tested their
corresponding significances using the Student’s t-test for seven locations. The obtained results
suggest that the climate of the northern and central parts of Vojvodina region becomes wetter in
terms of precipitation magnitude and frequency, reflecting the characteristic of the central
European regime, while the southernmost part of the region is drier, reflecting the characteristic of
the Mediterranean regime. In addition, the results indicate an increase in the amount of
precipitation in short time intervals. Positive annual trends are strongly influenced by the
significant increase of autumn frequency and intensity of extreme precipitation. According to the
correlation between extreme precipitation indices and atmospheric teleconnection patterns, it was
found that the NAO has the strongest influence on precipitation intensity indices in spring and
winter, while during winter it also affects the frequency of dry conditions. The EAWR pattern has
a strong influence on the statistically significant positive autumn trends.
Keywords: climate extremes, precipitations, atmospheric teleconnection patterns, trends
Introduction
The last decades were marked by the growing interest of the scientific
community in climate change and its consequences. Climate change can be
detected and quantified by measuring changes of many elements of the climate
system, but primarily the air temperature and precipitation (Malinovic-Milicevic,
Radovanovic, Stanojevic, & Milovanovic, 2016). Regarding the precipitations, it
has been found that global land precipitation has increased about 2 % during the
*
Correspondence to:
[email protected]
J. Geogr. Inst. Cvijic. 68(1) (1–15)
twentieth century (Dai, Fing, & del Genio, 1997). However, monitoring climate
changes in local and global scale cannot be based only on the analysis of the
total annual precipitations. Sometimes there are far more significant and more
pronounced seasonal changes in extreme precipitation events and the frequency
and intensity of their characteristic values. Global studies consistently report
increasing tendency in intensity and frequency of extreme precipitation events
(Frich et al., 2002; Alexander et al., 2006). However, Intergovernmental Panel
on Climate Change [IPCC] (2014) indicates a strong spatial variability of
precipitation and differences in trends in different regions of the world.
Increasing trends are found for mid with an extension to high latitudes in
Europe, north and central Asia and eastern parts of North and South America,
while decreasing trends are observed in South Africa, the Sahel, the
Mediterranean region, and in many parts of southern Asia (Toros, 2012).
According to Intergovernmental Panel on Climate Change (IPCC, 2014), the
basic projection is that changes in the amount and intensity of precipitation will
not be uniform, while the extreme precipitation events will become more intense
and frequent in many regions.
Similar to global trends, in Serbia, changes in the amount and regime of
precipitation were also observed in the past few decades. An increase in
precipitation amount was observed in most parts of Serbia in the period 19462006. Vojvodina region had a higher increase in the amount of precipitation than
the rest of Serbia, during summer, autumn and on an annual basis (Ministry of
Environment and Spatial Planning, 2010). According to the results based on the
dynamic downscaling of the EBU-POM coupled regional climate model under
the SRES-A2 scenario, the mean annual precipitation in Vojvodina region will
increase to the end of the first half of the 21st century and decrease for the last 30
years of the 21st century (Malinović-Milićević et al., 2015). Although
precipitation amount and extremes were investigated comprehensively in
different areas of the world, only a few studies have been conducted in
Vojvodina region. Some previous studies for Vojvodina region have been
focused on seasonal precipitation variability (Tošić et al., 2014), aridity (Hrnjak
et al., 2014) or considered very few extreme indices for only two stations
situated in Vojvodina region, as a part of the study area covering the whole
territory of Serbia (Unkašević & Tošić, 2011; Malinovic-Milicevic et al., 2016).
In this paper we are focused on the following points: (i) exploring the specific
regional behavior of extreme precipitation and (ii) identifying the changes in
different extreme precipitation indices for Vojvodina region. The analysis
presents more details as regards the number of stations used and analyzed
indices than the previous studies dealing with this issue.
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Malinović-Milićević, S. et al. — Extreme precipitation indices in Vojvodina Region (Serbia)
Data and methodology
Study area
The territory of Vojvodina region (21 500 km2, with approximately 2 million
inhabitants) is situated in northern part of Serbia (44°37'−46°11' N,
18°51'−21°33' E) and mainly overlaps the bottom of the former Pannonian Sea
(Figure 1(a)). For this reason, the relief of Vojvodina is extremely flat and
displays low altitude. The only higher forms of relief are low mountains, Fruška
Gora in the south (539 m) and the Vršac Mountains in the southeast (641 m).
Vojvodina has moderate continental climate characterized by hot and humid
summers and cold and dry winters. The average annual temperature is about 11
°C. Summer temperatures are between 21 °C and 23 °C and winter around -2 °C.
However, temperatures can be extreme, so that the difference between the
highest and lowest temperatures reaches over 70 °C. The amount of precipitation
is relatively low and unevenly distributed throughout the year. The average
annual precipitation amount ranges from 550 to 600 mm. An extremely rainy
period can be distinguished in early summer (June) and in the periods with a
small amount of precipitations (November and March).
Data description
To describe changes in precipitation extreme indices we used daily precipitation
time series from the weather station network of the Republic
Hydrometeorological Service of Serbia (RHMSS) for the following sites:
Figure 1. (a) Location of Vojvodina region in Europe (designed by N. Drešković in
Mihailović Malinović-Milićević, Arsenić, Drešković & Bukosa, 2013) and (b)
meteorological stations used in this study.
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J. Geogr. Inst. Cvijic. 68(1) (1–15)
Novi Sad, Subotica, Sombor, Kikinda, Zrenjanin, Vršac and Sremska Mitrovica
(Figure 1).
The stations analyzed in this study are located at altitudes between 80 m and 102
m. The datasets cover a period of 48 years (1966-2013). Missing data were
found only in Subotica station, but the amount of data gaps was small (June
1999). Although data quality control was provided by RHMSS, we additionally
checked the existence of very long occurrences of zero values and the same
values. The homogeneity test procedure was performed using ACMANT
homogenization software (Domonkos, 2015).
Precipitation indices
We used ten precipitation indices in this study (Table 1) that are defined by the
Expert Team on Climate Change Detection and Indices (ETCCDI)
(http://etccdi.pacificclimate.org/indices_def.shtml).
Table 1. Definitions of the precipitation extremes used in this study. R represents precipitation
amount
Index
Descriptive name
Definition
Units
Maximum one-day
Highest precipitation amount in one-day
RX1day
mm
precipitation
period
Maximum five-day
Highest consecutive five-day period
RX5days
mm
precipitation
precipitation amount
Total wet-day
Amount of precipitation cumulated in wet
PRCPTOT
mm
precipitation
days (R ≥ 1 mm)
Simple daily intensity
SDII
Mean precipitation amount on a wet day
mm
index
*
Precipitation due to very
Amount of precipitation when R > 95th
R95pTOT
mm
wet days
percentile
Precipitation due to
Amount of precipitation when R > 99th
R99pTOT
mm
extremely wet days
percentile
Maximum number of consecutive days where
CDD
Consecutive dry days
days
daily precipitation amount R < 1 mm
Maximum number of consecutive days where
CWD
Consecutive wet days
days
R ≥ 1 mm
Heavy precipitation
R10mm
Count of days where R ≥ 10 mm
days
days
Very heavy precipitation
R20mm
Count of days where R ≥ 20 mm
days
days
Source: Klein Tank, Zwiers, & Zhang, 2009
The selected indices provide the combination of intensity (Rx1day, Rx5days,
PRCPTOT, SDII, R95pTOT and R99pTOT) and frequency (R10mm, R20mm,
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Malinović-Milićević, S. et al. — Extreme precipitation indices in Vojvodina Region (Serbia)
CDD and CWD) indices. The indices can be classified as follows:
– Fixed threshold-based indices are defined on the basis of fixed
threshold of measured precipitation amount that can vary depending
on region (Hundecha & Bardossy, 2005). We used four fixed
threshold defined indicators: heavy precipitation days (R10mm),
very heavy precipitation days (R20mm), consecutive dry days
(CDD) and consecutive wet days (CWD).
– Percentile-based indices are defined on the basis of thresholds
calculated from long-term percentiles for each station. These indices
are comparable between different regions and commonly used to
determine the extreme values (Alexander et al., 2006; Croitoru,
Piticar, & Burada, 2016). In this study we calculated percentiles from
the reference period 1971-2000. We analyzed only two percentilebased indices: precipitation due to very wet days (R95pTOT) and
precipitation due to extremely wet days (R99pTOT).
– Non-threshold indices include the indices calculated on the basis of
the absolute amount of precipitation in a particular area (Croitoru,
Piticar, & Burada, 2016). They are sensitive to the climate of the
region and hardly comparable between regions with different
climates. In this category, we analyzed four indices: maximum oneday precipitation amount (Rx1day), maximum five-day precipitation
amount (Rx5days), simple daily intensity index (SDII), and total
wet-day precipitation (PRCPTOT).
The annual and seasonal variations of ETCCDI indices are discussed. Seasons
are defined as follows: spring from March to May, summer from June to August,
autumn from September to November and winter from December of the
previous year to February of the calendar year. In this work, the analyses were
carried out for the full period (1966–2013) and for two consecutive subperiods
of the same length: 1966–1989 and 1990–2013. In addition to the precipitation
trends of individual stations, we also calculated trends of regional indices, which
were obtained by averaging over all stations.
Atmospheric teleconnection patterns
We investigated the relationship between the extreme indices and the following
teleconnection patterns: the North Atlantic Oscillation (NAO), the East Atlantic
(EA) and the East Atlantic/West Russia (EAWR) patterns. The NAO impacts on
the climate of the North Atlantic region and surrounding continents. It occurs in
all seasons however, it is dominant during winter (Hurrell, 1995). When the
NAO is in negative phase, increased storm activity and precipitation in southern
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J. Geogr. Inst. Cvijic. 68(1) (1–15)
Europe are registered. During the NAO positive phase amount of precipitation in
southern and central Europe is below-average. In addition to the NAO, belowaverage amount of precipitation in southern Europe is associated with the
positive phase of EA. Positive phase of the EAWR causes drier weather over
central Europe and the Mediterranean Region, while the negative phase leads to
wetter conditions (Ionita, 2014). In this study we used the seasonal indices of the
NAO given by Hurrell (1995) and EA and EAWR indices given by the Climate
Prediction Center (http://www.cpc.ncep.noaa.gov/).
Statistical parameters
The slopes of the annual and seasonal trends and their statistical significances
were calculated based on least squares linear method and Students t test. The
significance of the trend was assessed at the 5% (p ≤ 0.05), 10% (0.05 < p ≤
0.10) and, as recommended by Nicholls (2001), 25% (0.10 < p ≤ 0.25)
significance level. Correlation between the teleconnection patterns and extreme
indices was estimated by applying Pearson’s correlation analysis at the 1% (p ≤
0.01) and 5% (0.01 < p ≤ 0.05) significance level.
Results and discussion
As a general overview, increasing trends are the most frequent, with about 73%
of the series. The obtained results follow other studies which confirmed that the
increasing trend of extreme precipitation indices is the most common one, either
at global or regional level (Frich et al., 2002; Alexander et al., 2006). In
comparison with changes in extreme precipitation indices in Central and Eastern
Europe, where usually less than 20% of the trends were found significant at p ≤
0.1 (Lupikasza, Hansel & Matschullat, 2011), the extreme precipitation indices
in Vojvodina region have a lower level of statistical significance (7% at p ≤ 0.1).
Changes in indices based on fixed thresholds
The spatial distributions of the decadal trends for four frequency indices based
on fixed threshold are shown in the Figure 2, while regional seasonal trends and
annual trends in two different periods are listed in the Table 2. Increasing annual
trends in heavy (R10mm) and very heavy (R20mm) precipitation indices are the
most frequent, whereas series with negative slopes are dominant in the southern
area. However, most trends are not statistically significant. These results are in
agreement with different studies made at global (Frich et al., 2002) and regional
level — Europe (Klein Tank & Konnen, 2003) that confirmed a positive trend in
R10mm and R20mm. Although regional annual trends in the entire period 1966–
2013 show increase in R10mm and R20mm, the Table 2 shows their decrease in
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Malinović-Milićević, S. et al. — Extreme precipitation indices in Vojvodina Region (Serbia)
Figure 2. Trends for indices based on fixed thresholds in Vojvodina region
Table 2. Linear decadal trends in indices based on fixed thresholds in Vojvodina region
Period
R10mm
R20mm
CDD
CWD
1966–1989
Year
-1.240c
-0.404
3.014c
-0.120
1990–2013
Year
0.470
0.576
-1.242
0.396
Year
0.179
0.213
-0.184
-0.027
Spring
0.063
0.112c
0.752c
-0.038
1966–2013
Summer
-0.259
-0.045
0.175
-0.029
Autumn
0.328c
0.186a
-1.507a
0.129c
Winter
0.058
-0.027
-0.100
-0.029
a
p ≤ 0.05, b0.05 < p ≤ 0.10, c0.1 < p ≤ 0.25
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the period 1966–1989. The analysis of seasonal R10mm and R20mm trends
shows decrease during summer and an increase in rest of the seasons. However,
only autumn trends are statistically significant.
Two frequency indices in this category, CDD and CWD, became less frequent
for the 48-year period in most stations. The Table 2 indicates the occurrence of
longer dry and shorter wet periods in the first subperiod (1966–1989) and vice
versa in the second (1990–2013). Analyzed by seasons, shortening dry periods
and lengthening wet periods was statistically significant only in autumn.
Statistically significant increase in R20mm and CDD in the spring season
indicates higher frequency of isolated days with very heavy precipitation.
Changes in indices based on percentile thresholds
The Figure 3 shows that very wet days (R95pTOT) and extremely wet days
(R99pTOT) have similar behavior, which is the increasing trend in the majority
of stations. The territorial distribution of R95pTOT and extremely wet days
trends is similar to the distribution of R10mm and R20mm: dominant increase in
the northern and central part of the region and decrease in the south.
Figure 3. Trends for indices based on percentile thresholds in Vojvodina region
Regional precipitation amount during very wet and extremely wet days increases
in average for 9.886 mm/decade and for 5.929 mm/decade, respectively, at the
25% significance level (Table 3). The increase R99pTOT is constant during the
whole observed period, while R95pTOT in the period 1966–1989 shows a
decline and then increase until the year 2013.
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Malinović-Milićević, S. et al. — Extreme precipitation indices in Vojvodina Region (Serbia)
The Figure 4 shows that the contribution of extreme precipitation events to the
annual precipitation amount increases with time, which is similar to other
regions (Groisman et al., 1999; Wong, Mok & Lee, 2011). The average
contribution of the annual precipitation amount due to very wet days to the total
precipitation amount in Vojvodina region is 22% for the period 1966–2013
(range 9% to 38%), while the average contribution of extremely wet days is 7%
(range 0–19%).
Table 3. Linear decadal trends in indices based on percentile thresholds in Vojvodina region
Period
Period of year
R95pTOT
R99pTOT
1966–1989
Year
-9.090
0.463
1990–2013
Year
21.460
8.501
5.929c
Year
9.886c
Spring
4.185c
2.348c
1966–2013
Summer
1.251c
0.781
Autumn
6.326a
2.882b
Winter
0.197
-0.413
a
p ≤ 0.05, b0.05 < p ≤ 0.10, c0.1 < p ≤ 0.25
The results indicate the higher concentration of precipitation in short time
intervals. This is also confirmed by other earlier studies (Ramos & MartínezCasasnovas, 2006; Croitoru et al., 2016).
Figure 4. Contribution of precipitation due to (a) very wet days and (b) extremely wet days to total
precipitation amount. The dashed line is the 10-year moving average
Changes in non-threshold indices
Generally, intensity-related non-threshold indices show increasing trends in most
stations, of which only 17% of series was statistically significant. Statistically
significant rise of fixed-period indicators (Rx1day and Rx5days) during spring
and autumn indicates an increase in extreme shower events, which increases the
risk of high water levels. During spring, extreme shower events coupled with the
melting of snow can also cause floods.
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The average precipitations from rainy days (SDII) and total wet day precipitation
(PRCPTOT) display an increasing trend, except for the most southernmost
stations of the region (Fig. 5).
Figure 5. Trends for non-threshold indices in Vojvodina region
Similar to the fixed-period indicators, the Table 4 shows the decline of the
values of these two intensity indices in the first half of the period, and an
increase in the second. The trends of the SDII and PRCPTOT were statistically
significant only in the autumn (Table 4).
Although we analyzed ten extreme precipitation indices, we selected four
indicators to examine the relationship between the intensity and frequency of
precipitation with large atmospheric patterns. R95pTOT was chosen to represent
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Malinović-Milićević, S. et al. — Extreme precipitation indices in Vojvodina Region (Serbia)
the intensity of very heavy events, which could be responsible for floods and soil
erosion (Casanueva, Rodríguez-Puebla, Frías & González-Reviriego, 2014).
Characteristics of average precipitation events were represented by the
PRCPTOT. CDD and CWD were chosen to represent frequency of dry and wet
conditions. The trend of CDD may indirectly indicate the frequency of drought,
which is of great interest for agricultural activities.
Table 4 Linear decadal trends in non-threshold indices in Vojvodina region
Period
Rx1day
Rx5days
SDII
PRCPTOT
1966–1989
Year
-0.490
-1.891
-0.085
-26.254
1990–2013
Year
2.853
1.979
0.150
35.222
Year
0.806
1.249
0.090
6.973
Spring
1.344c
1.795c
0.143
2.565
1966–2013
Summer
-0.041
-0.064
0.055
-5.876
Autumn
1.435a
2.883a
0.239b
8.645b
Winter
0.297
0.653
0.082
1.397
a
p ≤ 0.05, b0.05 < p ≤ 0.10, c0.1 < p ≤ 0.25
Relationships between extreme indices and atmospheric teleconnection patterns
The correlation analysis (Table 5) indicates that, in spring and winter, the NAO
has the strongest influence on precipitation intensity indices, while during winter
the NAO also affects the frequency of dry conditions. The negative correlations
of CWD and PRCPTOT, as well as the positive correlation of CDD, with the
EAWR pattern during winter reflect the relationship with drier conditions, which
is caused by the penetration of the cold air from north into the Balkan Peninsula.
Table 5. Seasonal correlation coefficients between extreme precipitation indices and atmospheric
teleconnection patterns
Spring
Summer
Autumn
Winter
PRCPTOT
-0.298b
-0.483a
-0.284b
R95pTOT
-0.298b
NAO
CDD
0.358b
CWD
PRCPTOT
-0.297b
R95pTOT
EA
CDD
CWD
-0.497a
PRCPTOT
-0.355b
R95pTOT
-0.308b
EAWR
CDD
0.339b
0.307b
CWD
-0.320b
-0.389a
a
b
p ≤ 0.01, 0.01 < p ≤ 0.05
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Statistically significant positive autumn trends of all intensity and frequency
indices (except for CDD that have negative trend) have the strongest relation
with the EAWR. We did not find significant correlations between extreme
precipitation indices and atmospheric teleconnection patterns during summer.
Conclusions
This paper investigates spatial and temporal variability of extreme precipitations
in agriculturally oriented Vojvodina region. We have analyzed changes in the
intensity and frequency of extreme precipitation conditions using time series for
a 48-year period. The obtained results suggest that the trends in the extreme
precipitation indices are consistent with the observations made in Central and
Southern European regions.
Generally, we can conclude that the climate of Vojvodina region has become
wetter in terms of precipitation magnitude and frequency for the period 19662013. Extreme climate regarding the precipitations is indicated by the increasing
trends of most of the indices, which reflects the characteristic of the central
European regime. The only exception is the southernmost station, where most of
the trends of the extreme precipitation indices indicate the characteristics of the
Mediterranean region. Most of detected trends are not statistically significant,
which is a general characteristic at global scale. Positive annual trends are
strongly influenced by the significant increase observed in all autumn extreme
precipitation indices. The results also indicate an increase in the amount of
precipitation in short intervals of time and a growing contribution of extreme
events to the total amount of precipitation. It is shown that the NAO has the
strongest influence on precipitation intensity indices in spring and winter, while
it also affects the frequency of dry conditions during winter. The EAWR pattern
affects statistically significant positive autumn trends of all intensity and
frequency indices. In winter, the EAWR has an impact on the frequency of dry
and wet conditions and intensity of the precipitations.
Acknowledgements
The research presented in this paper was performed as a part of the projects “Studying Climate
Change and its Influence on the Environment: Impacts, Adaptation and Mitigation” (No. III
43007) and “Geography of Serbia” (No. III 47007), supported by the Ministry of Education and
Science of the Republic of Serbia.
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