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Models erosion as methodical basis
combating its manifestations in Ukraine
Yuriy Dmytruk, Vasyl Cherlіnka, Yurіy Fedkovych Chernіvtsі Natіonal Unіversіty, Ukraine
INTRODUCTION
The water and wind erosion heading the list of
destructive phenomena concerning of the
soils. The emergence and development of
processes of water erosion is one of the most
urgent problems for the environment of
Ukraine. Erosion is a leading factor in the loss
of the fertile soil layer, that is, its degradation
as a natural and economical resource. It is
relevant even for relatively arid areas, since
the storm-like nature of the precipitation
implies the immediate emergence of
temporary water streams, which determine
the appearance of linear erosion elements. A
detailed analysis carried out by soil scientists
in Ukraine has shown that the combination of
negative factors has a positive dynamic
(Baljuk et al., 2010).
а) b)
Fig. 1. Geographical location of the research area within
Ukraine (a), Chernivtsi region (b)
The foundation of modern advances in the
field of combining erosion models with
geoinformation systems has already been laid,
and these results are theoretical basis for the
practical realization of spatial analysis and
modeling.
MATERIALS AND METHODS
Data processing was carried out with the use
of GIS GRASS (GRASS Development Team,
2017). As object of research, a fragment of the
territory of Ukraine (Fig. 1a) was selected, in
particular the Kitsman district of the
Chernivtsi region (Fig. 1b), is confined to the
Dniester-Prut watershed (Northern Bukovina)
with contrasting geomorphological
conditions.
To create simulation models of soil cover, we
used the Cherlinka script (2017c, d, b) written
on the R-statistic, which includes a number of
adaptations for solving set tasks and
implements 14 basic types of predicative
algorithms. This work used Random Forests,
its implementation in the R ranger package
(Wright and Ziegler, 2017). Based on the
analysis of the DEM (GRASS Development
Team, 2017), we simulated and evaluated the
potential risks of erosion phenomena using
the SIMWE model (Mitas and Mitasova,
1998; Mitasova and Mitas, 2001; Hofierka et
al., 2002; Fernandes et al., 2017). The
parameters of the model were chosen
according to Koko data (2011).
For comparing we are given by erosion
modeling on the example of the typical region
of Ukraine, which is average for all
parameters. As we see (Figure 2a, Table 1),
only 60.3% of its territory is covered by soil
surveys.
MAIN RESULTS
To fill the gaps, we used the Random Forest
algorithm, which them we obtained a
predicative soil map with κ = 87.4% (Fig. 2b).
This allowed us to use these predictive data
for the expansion of the official assessment of
the territory's erosion. If we calculate erosion
only according to official data (we recall that
the data are 60-30 years old), then in general
it is 15862 ha or 26% of the area of the district
(Fig. 2c, Table 1). If we estimate the erosivity
of the soil to give a predicative soil map, then
we see that the erosivity increases by 224%,
with strongly eroded soils occupying almost 2
times more areas (Fig. 2d, Table 1). The area
of the sedimented soils remained at the
previous level. In contrast to the previous
approach the definition of the number of
eroded areas, the next approach is based on a
mathematical model experiment. Simulation
of water erosion based on SIMWE model
showed interesting results.
First of all, it is clearly observed that erosion
processes are timed to the relief of the territory.
Further simulation, allowed to obtain a
complete picture of erosion hazard (Fig. 2e).
This figure shows that the location of eroded
soils on the official maps do not really have the
necessary precision, since they do not take into
account many of the moments associated with
the progress of real erosion processes.
CONCLUSIONS
It has been shown that the existing data on the
development of soil erodibility in Ukraine are
outdated, incomplete and have numerous
errors. An advanced version of the evaluation of
this data, i.e. filling gaps in researches through
predicative soil modeling, although possible,
but can’t be too precise due to incomplete
reliability of the source data. Our research
confirms the effectiveness of using GRASS GIS
and the model of water erosion-deposition
SIMWE for a more correct assessment of the
phenomenon of erosion. This is a prerequisite
for the development of a system of anti-erosion
measures at a qualitatively higher level. It also
allows assessing different scenarios and
strategies to combat the manifestations of
erosion processes. Such an approach is scalable
for the entire territory of Ukraine and may be
recommended for a more accurate assessment
of the risks of erosion.
Tab. 1: Differences between official and model data on soil erosion
Fig. 2. Soil resources of the region of research: map of agro-industrial groups of
soil (a); predicative soil map (b); eroded soils according to official data (c); eroded
soils according to the predicative map (d); erosion-deposition map from SIMWE,
kg∙m-2∙s-1 (e)
a)
d)
b)
c) e)

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Models erosion as methodical basis combating its manifestations in Ukraine

  • 1. Models erosion as methodical basis combating its manifestations in Ukraine Yuriy Dmytruk, Vasyl Cherlіnka, Yurіy Fedkovych Chernіvtsі Natіonal Unіversіty, Ukraine INTRODUCTION The water and wind erosion heading the list of destructive phenomena concerning of the soils. The emergence and development of processes of water erosion is one of the most urgent problems for the environment of Ukraine. Erosion is a leading factor in the loss of the fertile soil layer, that is, its degradation as a natural and economical resource. It is relevant even for relatively arid areas, since the storm-like nature of the precipitation implies the immediate emergence of temporary water streams, which determine the appearance of linear erosion elements. A detailed analysis carried out by soil scientists in Ukraine has shown that the combination of negative factors has a positive dynamic (Baljuk et al., 2010). а) b) Fig. 1. Geographical location of the research area within Ukraine (a), Chernivtsi region (b) The foundation of modern advances in the field of combining erosion models with geoinformation systems has already been laid, and these results are theoretical basis for the practical realization of spatial analysis and modeling. MATERIALS AND METHODS Data processing was carried out with the use of GIS GRASS (GRASS Development Team, 2017). As object of research, a fragment of the territory of Ukraine (Fig. 1a) was selected, in particular the Kitsman district of the Chernivtsi region (Fig. 1b), is confined to the Dniester-Prut watershed (Northern Bukovina) with contrasting geomorphological conditions. To create simulation models of soil cover, we used the Cherlinka script (2017c, d, b) written on the R-statistic, which includes a number of adaptations for solving set tasks and implements 14 basic types of predicative algorithms. This work used Random Forests, its implementation in the R ranger package (Wright and Ziegler, 2017). Based on the analysis of the DEM (GRASS Development Team, 2017), we simulated and evaluated the potential risks of erosion phenomena using the SIMWE model (Mitas and Mitasova, 1998; Mitasova and Mitas, 2001; Hofierka et al., 2002; Fernandes et al., 2017). The parameters of the model were chosen according to Koko data (2011). For comparing we are given by erosion modeling on the example of the typical region of Ukraine, which is average for all parameters. As we see (Figure 2a, Table 1), only 60.3% of its territory is covered by soil surveys. MAIN RESULTS To fill the gaps, we used the Random Forest algorithm, which them we obtained a predicative soil map with κ = 87.4% (Fig. 2b). This allowed us to use these predictive data for the expansion of the official assessment of the territory's erosion. If we calculate erosion only according to official data (we recall that the data are 60-30 years old), then in general it is 15862 ha or 26% of the area of the district (Fig. 2c, Table 1). If we estimate the erosivity of the soil to give a predicative soil map, then we see that the erosivity increases by 224%, with strongly eroded soils occupying almost 2 times more areas (Fig. 2d, Table 1). The area of the sedimented soils remained at the previous level. In contrast to the previous approach the definition of the number of eroded areas, the next approach is based on a mathematical model experiment. Simulation of water erosion based on SIMWE model showed interesting results. First of all, it is clearly observed that erosion processes are timed to the relief of the territory. Further simulation, allowed to obtain a complete picture of erosion hazard (Fig. 2e). This figure shows that the location of eroded soils on the official maps do not really have the necessary precision, since they do not take into account many of the moments associated with the progress of real erosion processes. CONCLUSIONS It has been shown that the existing data on the development of soil erodibility in Ukraine are outdated, incomplete and have numerous errors. An advanced version of the evaluation of this data, i.e. filling gaps in researches through predicative soil modeling, although possible, but can’t be too precise due to incomplete reliability of the source data. Our research confirms the effectiveness of using GRASS GIS and the model of water erosion-deposition SIMWE for a more correct assessment of the phenomenon of erosion. This is a prerequisite for the development of a system of anti-erosion measures at a qualitatively higher level. It also allows assessing different scenarios and strategies to combat the manifestations of erosion processes. Such an approach is scalable for the entire territory of Ukraine and may be recommended for a more accurate assessment of the risks of erosion. Tab. 1: Differences between official and model data on soil erosion Fig. 2. Soil resources of the region of research: map of agro-industrial groups of soil (a); predicative soil map (b); eroded soils according to official data (c); eroded soils according to the predicative map (d); erosion-deposition map from SIMWE, kg∙m-2∙s-1 (e) a) d) b) c) e)