Literature DB >> 25622150

Rainfall erosivity in Europe.

Panos Panagos1, Cristiano Ballabio2, Pasquale Borrelli2, Katrin Meusburger3, Andreas Klik4, Svetla Rousseva5, Melita Perčec Tadić6, Silas Michaelides7, Michaela Hrabalíková8, Preben Olsen9, Juha Aalto10, Mónika Lakatos11, Anna Rymszewicz12, Alexandru Dumitrescu13, Santiago Beguería14, Christine Alewell3.   

Abstract

Rainfall is one the main drivers of soil erosion. The erosive force of rainfall is expressed as rainfall erosivity. Rainfall erosivity considers the rainfall amount and intensity, and is most commonly expressed as the R-factor in the USLE model and its revised version, RUSLE. At national and continental levels, the scarce availability of data obliges soil erosion modellers to estimate this factor based on rainfall data with only low temporal resolution (daily, monthly, annual averages). The purpose of this study is to assess rainfall erosivity in Europe in the form of the RUSLE R-factor, based on the best available datasets. Data have been collected from 1541 precipitation stations in all European Union (EU) Member States and Switzerland, with temporal resolutions of 5 to 60 min. The R-factor values calculated from precipitation data of different temporal resolutions were normalised to R-factor values with temporal resolutions of 30 min using linear regression functions. Precipitation time series ranged from a minimum of 5 years to a maximum of 40 years. The average time series per precipitation station is around 17.1 years, the most datasets including the first decade of the 21st century. Gaussian Process Regression (GPR) has been used to interpolate the R-factor station values to a European rainfall erosivity map at 1 km resolution. The covariates used for the R-factor interpolation were climatic data (total precipitation, seasonal precipitation, precipitation of driest/wettest months, average temperature), elevation and latitude/longitude. The mean R-factor for the EU plus Switzerland is 722 MJ mm ha(-1) h(-1) yr(-1), with the highest values (>1000 MJ mm ha(-1) h(-1) yr(-1)) in the Mediterranean and alpine regions and the lowest (<500 MJ mm ha(-1) h(-1) yr(-1)) in the Nordic countries. The erosivity density (erosivity normalised to annual precipitation amounts) was also the highest in Mediterranean regions which implies high risk for erosive events and floods.
Copyright © 2015 The Authors. Published by Elsevier B.V. All rights reserved.

Entities:  

Keywords:  Erosivity density; Modelling; Precipitation; R-factor; RUSLE; Rainfall intensity; Rainstorm; Soil erosion

Year:  2015        PMID: 25622150     DOI: 10.1016/j.scitotenv.2015.01.008

Source DB:  PubMed          Journal:  Sci Total Environ        ISSN: 0048-9697            Impact factor:   7.963


  14 in total

1.  Spatial and statistical trend characteristics of rainfall erosivity (R) in upper catchment of Baram River, Borneo.

Authors:  H Vijith; D Dodge-Wan
Journal:  Environ Monit Assess       Date:  2019-07-13       Impact factor: 2.513

2.  The Significance of Land Cover Delineation on Soil Erosion Assessment.

Authors:  Nikolaos Efthimiou; Emmanouil Psomiadis
Journal:  Environ Manage       Date:  2018-04-25       Impact factor: 3.266

3.  Assessment of rainfall erosivity (R-factor) during 1986-2015 across Nepal: a step towards soil loss estimation.

Authors:  Rocky Talchabhadel; Rajaram Prajapati; Anil Aryal; Manisha Maharjan
Journal:  Environ Monit Assess       Date:  2020-04-18       Impact factor: 2.513

4.  Designing grazing susceptibility to land degradation index (GSLDI) in hilly areas.

Authors:  Gabriel Minea; Nicu Ciobotaru; Gabriela Ioana-Toroimac; Oana Mititelu-Ionuș; Gianina Neculau; Yeboah Gyasi-Agyei; Jesús Rodrigo-Comino
Journal:  Sci Rep       Date:  2022-06-21       Impact factor: 4.996

5.  Rainfall erosivity index for the Ghana Atomic Energy Commission site.

Authors:  Paul Essel; Eric T Glover; Serwaa Yeboah; Yaw Adjei-Kyereme; Israel Nutifafa Doyi Yawo; Mawutoli Nyarku; Godfred S Asumadu-Sakyi; Gustav Kudjoe Gbeddy; Yvette Agyiriba Agyiri; Evans Mawuli Ameho; Emmanuel Atule Aberikae
Journal:  Springerplus       Date:  2016-04-15

Review 6.  The G2 erosion model: An algorithm for month-time step assessments.

Authors:  Christos G Karydas; Panos Panagos
Journal:  Environ Res       Date:  2017-11-21       Impact factor: 6.498

7.  Projected climate change impacts in rainfall erosivity over Brazil.

Authors:  André Almagro; Paulo Tarso S Oliveira; Mark A Nearing; Stefan Hagemann
Journal:  Sci Rep       Date:  2017-08-15       Impact factor: 4.379

8.  Global rainfall erosivity assessment based on high-temporal resolution rainfall records.

Authors:  Panos Panagos; Pasquale Borrelli; Katrin Meusburger; Bofu Yu; Andreas Klik; Kyoung Jae Lim; Jae E Yang; Jinren Ni; Chiyuan Miao; Nabansu Chattopadhyay; Seyed Hamidreza Sadeghi; Zeinab Hazbavi; Mohsen Zabihi; Gennady A Larionov; Sergey F Krasnov; Andrey V Gorobets; Yoav Levi; Gunay Erpul; Christian Birkel; Natalia Hoyos; Victoria Naipal; Paulo Tarso S Oliveira; Carlos A Bonilla; Mohamed Meddi; Werner Nel; Hassan Al Dashti; Martino Boni; Nazzareno Diodato; Kristof Van Oost; Mark Nearing; Cristiano Ballabio
Journal:  Sci Rep       Date:  2017-06-23       Impact factor: 4.379

9.  Towards estimates of future rainfall erosivity in Europe based on REDES and WorldClim datasets.

Authors:  Panos Panagos; Cristiano Ballabio; Katrin Meusburger; Jonathan Spinoni; Christine Alewell; Pasquale Borrelli
Journal:  J Hydrol (Amst)       Date:  2017-05       Impact factor: 5.722

10.  Mapping monthly rainfall erosivity in Europe.

Authors:  Cristiano Ballabio; Pasquale Borrelli; Jonathan Spinoni; Katrin Meusburger; Silas Michaelides; Santiago Beguería; Andreas Klik; Sašo Petan; Miloslav Janeček; Preben Olsen; Juha Aalto; Mónika Lakatos; Anna Rymszewicz; Alexandru Dumitrescu; Melita Perčec Tadić; Nazzareno Diodato; Julia Kostalova; Svetla Rousseva; Kazimierz Banasik; Christine Alewell; Panos Panagos
Journal:  Sci Total Environ       Date:  2016-11-30       Impact factor: 7.963

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