Soil & Water Res., 2019, 14(3):153-162 | DOI: 10.17221/91/2018-SWR
Determination of erosion rainfall criteria based on natural rainfall measurement and its impact on spatial distribution of rainfall erosivity in the Czech RepublicOriginal Paper
- Faculty of Environmental Sciences, Czech University of Life Sciences Prague, Prague, Czech Republic
Rainfall erosivity is the main factor of the USLE or RUSLE equations. Its accuracy depends on recording precision and its temporal resolution, number of stations and their spatial distribution, length of recorded period, recorded period, erosion rainfall criteria, time step of rainfall intensity and interpolation method. This research focuses on erosion rainfall criteria. A network of 32 ombrographic stations, 1-min temporal resolution rainfall data, 35.6-year period and experimental runoff plots were used. We analysed 8951 rainfalls from ombrographic stations, 100 rainfalls and caused soil losses and runoffs from experimental runoff plots. Main parameter which influenced the number of erosion rainfalls was the precondition AND/OR which determines if conditions of rainfall total (H) have to be fulfilled simultaneously with rainfall intensity (I15 or I30) or not. We proved that if parameters I15 > 6.25 mm/15 min AND H > 12.5 mm were fulfilled, then 84.2% of rainfalls caused soil loss > 0.5 t/ha and 73.7% ≥ 1 t/ha. In the case of precondition OR only 44.6% of rainfalls caused soil loss > 0.5 t/ha and 33.9% ≥ 1 t/ha. If the precondition AND was fulfilled, there were on average 75.5 rainfalls, average R factor for each rainfall was 21 MJ/ha.cm/h (without units below in the text, according international unit: 210 MJ/ha.mm/h) and average annual R factor was 45.4. In the case of precondition OR there were on average 279 rainfalls but average R factor for each rainfall was only 9.1 and average annual R factor was 67.4. Therefore if the precondition OR is used, R factor values are overestimated due to a high number of rainfalls with no or very low erosive potential. The resulting overestimated soil losses calculated using USLE/RUSLE subsequently cause an overestimation of financial expenses for erosion-control measures.
Keywords: erosion rainfall; R factor; rainfall intensity; RUSLE; USLE
Published: September 30, 2019 Show citation
ACS | AIP | APA | ASA | Harvard | Chicago | Chicago Notes | IEEE | ISO690 | MLA | NLM | Turabian | Vancouver |
References
- Angulo-Martinez M., Lopez-Vincente M., Vincente-Serrano S.M., Bergueira S. (2009): Mapping rainfall erosivity at a regional scale: A comparison of interpolation methods in the Ebro Basin (NE Spain). Hydrology and Earth System Sciences, 13: 1907-1920.
Go to original source...
- Ballabio C., Borrelli P., Spinoni J., Meusburger K., Michaelides S., Beguería S., Klik A., Petan S., Janeček M., Olsen P., Aalto J., Lakatos M., Anna Rymszewicz A., Dumitrescu A., Tadićm M.P., Diodato N., Kostalova J., Rousseva S., Banasik K., Alewell Ch., Panagos P. (2017): Mapping monthly rainfall erosivity in Europe. Science of the Total Environment, 579: 1298-1315.
Go to original source...
Go to PubMed...
- Banasik K., Gorski D., Mitchell J.K. (2001): Rainfall erosivity for East and Central Poland. In: Int. Symp. Soil Erosion Research for the 21st Century, Honolulu, Jan 3-5, 2001: 279-282.
- Bonila A.C., Vidal L.K. (2011): Rainfall erosivity in Central Chile. Journal of Hydrology, 410: 126-133.
Go to original source...
- Brychta J., Janeček M. (2017): Evaluation of discrepancies in spatial distribution of rainfall erosivity in the Czech Republic caused by different approaches using GIS and geostatistical tools. Soil and Water Research, 12: 117-127.
Go to original source...
- Dostál T., Vrána K., Krása K., Jakubíková A., Schwarzová P., Uhlířová K., Bečvář M., Veselá J., Kavka P., Zandler D., Rosendorf P. (2006): Partial Final Report of Project COST No. 1P04OC634.001 Methods and Ways of Predicting Surface Runoff, Erosion and Transport Processes in the Landscape. Prague, ČVUT. (in Czech)
- Diodato N., Bellocchi G. (2007): Estimating monthly (R) USLE climate input in Mediterranean region using limited data. Journal of Hydrology, 345: 224-236.
Go to original source...
- Fiener P., Neuhaus P., Botschek J. (2013): Long-term trends in rainfall erosivity - analysis of high resolution precipitation time series (1937-2007) from Western Germany. Agriculture and Forest Meteorology, 171: 115-123.
Go to original source...
- Foster G.R., Yoder D.C., Weesies G.A., McCool D.K., McGregor K.C., Bingner R.L. (2003): Draft User's Guide, Revised Universal Soil Loss Equation Version 2 (RUSLE-2). Washington, D.C., USDA-Agricultural Research Service.
- Hanel M., Máca P., Basta P., Vlnas R., Pech P. (2016): Rainfall erosivity factor in the Czech Republic and its uncertainty. Hydrology and Earth System Sciences, 20: 4307-4322.
Go to original source...
- Hermando D., Romana G.M. (2015): Estimating the rainfall erosivity factor from monthly precipitation data in the Madrid region (Spain). Journal of Hydrology and Hydromechanics, 63: 55-62.
Go to original source...
- Janeček M., Pasák V., Bohuslávek J., Sokolová I., Toman F., Fuxa Z., Švehla F. (1992): Methodology Protection of Agricultural Land from Erosion. Prague, UVTIZ. (in Czech)
- Janeček M., Kubátová E., Tippl M. (2006): Revised determination of the rainfall-runoff erosivity factor R for application of USLE in the Czech Republic. Soil and Water Research, 1: 65-71
Go to original source...
- Janeček M., Květoň V., Kubátová E., Kobzová D. (2013): Values of rainfall erosivity factor for the Czech Republic. Journal of Hydrology and Hydromechanic, 61: 97-102.
Go to original source...
- Klik F., Konečný F. (2013): Rainfall erosivity in north-eastern Austria. Transactions of the ASABE, 56: 719-725.
Go to original source...
- Krása J., Středová H., Dostál T., Novotný I. (2014): Rainfall erosivity research on the territory of the Czech Republic. In: Rožnovský J., Litschmann T. (eds.): Mendel and Climatology, Brno, Sept 3-5, 2014: 182-196.
- Lee J.H., Heo J.H. (2011): Evaluation of estimation methods for rainfall erosivity based on annual precipitation in Korea. Journal of Hydrology, 409: 30-48.
Go to original source...
- Loureiro N.D., Coutinho M.D. (2001): A new procedure to estimate the RUSLE EI30 index, based on monthly rainfall data and applied to the Algarve region, Portugal. Journal of Hydrology, 250: 12-18.
Go to original source...
- Meusburger K., Steel A.B., Panagos P., Montarella L., Alewell C. (2012): Spatial and temporal variability of rainfall erosivity factor for Switzerland. Hydrology and Earth System Sciences, 16: 167-177.
Go to original source...
- Mikhailova E.A., Bryant R.B., Schwager S.J., Smith S.D. (1997): Predicting rainfall erosivity in Honduras. Soil Science Society of America Journal, 61: 273-306.
Go to original source...
- Panagos P., Karydas C.G., Gitas I.Z., Montanarella L. (2012): Monthly soil erosion monitoring based on remotely sensed biophysical parameters: A case study in Strymonas river basin towards a functional pan-European service. International Journal of Digital Earth, 5: 461-487.
Go to original source...
- Panagos P., Ballabio C., Borrelli P., Ballabio C., Borrelli P., Meusburger K., Klik A., Rousseva S., Tadiće M.P., Michaelides S., Hrabalíková M., Olsen P., Aalto J., Lakatos M., Rymszewicz A., Dumitrescu A., Beguería S., Alewell Ch. (2015b): Rainfall erosivity in Europe. Science of the Total Environment, 511: 801-814.
Go to original source...
Go to PubMed...
- Panagos P., Borrelli P., Meusburger K., Yu B., Klik A., Li K.J., Yang J.E., Ni J., Miao Ch., Chattopadhyay N., Sadeghi S.H., Hazbavi Z., Zabihi M., Larionov G.A., Krasnov S.F., Gorobets A.V., Levi Y., Erpul G., Birkel Ch., Hoyos N., Naipal V., Oliveira P.T.S., Bonilla C.A., Meddi M., Nel W., Al Dashti H., Boni M., Diodato N., Van Oost K., Nearing M., Ballabio C. (2017): Global rainfall erosivity assessment based on high-temporal resolution rainfall records. Scientific Reports, 7: 4175.
Go to original source...
Go to PubMed...
- Pérez-Sánchez J., Senent-Aparicio J. (2016): Estimating rainfall erosivity in semiarid regions. Comparison of expressions and parameters using data from the Guadalentín Basin (SE Spain). Soil and Water Research, 11: 75-82.
Go to original source...
- Pilz J., Spock G. (2007): Why do we need and how should we implement Bayesian Kriging methods. Stochastic Environmental Research and Risk Assessment, 22: 621-632.
Go to original source...
- Renard K.G., Freimund J.R. (1994): Using monthly precipitation data to estimate the R-factor in the revised USLE. Journal of Hydrology, 157: 287-306.
Go to original source...
- Renard K.G., Foster G.R., Weesies G.A., McCool D.K., Yoder D.C. (1997): Predicting Soil Erosion by Water: A Guide to Conservation Planning with the Revised Universal Soil Loss Equation (RUSLE). USDA Agriculture Handbook No. 703, Washington D.C., USDA-ARS.
- Schwertmann U., Vogel W., Kainz M. (1987): Bodenerosion durch Wasser. Stuttgart, E. Ulmer Gmbh.
- Toman F., Sanetrník J., Filip J. (1993): The influence of climatic conditions on the factor of erosion efficiency of torrential rains. In: Proc. Agro-meteorological Conf. 93, Brno, Nov 25-26, 1993: 67-69. (in Czech)
- Van Der Knijff J.M., Jones R.J.A., Montanarella L. (2000): Soil Erosion Risk Assessment in Europe. European Soil Bureau, Joint Research Centre, Space Applications Institute.
- Verstraeten G., Poesen J., Demaree G., Salles C. (2006): Long-term (105 years) variability in rain erosivity as derived from 10-min rainfall depth data for Ukkel (Brussels, Belgium): implications for assessing soil erosion rates. Journal of Geophysical Research, 111: 22.
Go to original source...
- Williams R.G., Sheridan J.M. (1991): Effect of measurement time and depth resolution on EI calculation. Transactions of the ASAE, 34: 402-405.
Go to original source...
- Wischmeier W.H., Smith D.D. (1978): Predicting Rainfall Erosion Losses - A Guide to Conservation Planning. USDA Agricultural Handbook No. 537, Washington D.C., USDA-ARS.
- Yin S., Xie Y., Nearing M.A., Wang C. (2007): Estimation of rainfall erosivity using 5- to 60- minute fixed-interval rainfall data from China. Catena, 70: 306-312.
Go to original source...
This is an open access article distributed under the terms of the Creative Commons Attribution-NonCommercial 4.0 International (CC BY NC 4.0), which permits non-comercial use, distribution, and reproduction in any medium, provided the original publication is properly cited. No use, distribution or reproduction is permitted which does not comply with these terms.