7 INTERNATIONAL SOIL AND WATER CONSERVATION 3
RESEARCH (ISWCR) and WaterSoil (ISWCR) International ConservationResearch Vol. 203 (2019) 7 – 316 ISSN 2095-6339 Volume 7, No. 3, September 2019 CN 10-1107/P
CONTENTS
C. Alewell , P. Borrelli , K. Meusburger , P. Panagos Using the USLE: Chances, challenges and limitations of soil erosion modelling ...... 203 C. Kristo , H. Rahardjo , A. Satyanaga Effect of hysteresis on the stability of residual soil slope ...... 226 E. Debie , K.N. Singh , M. Belay Effect of conservation structures on curbing rill erosion in micro-watersheds, northwest Ethiopia ...... 239 K.A. Darkwah , J.D. Kwawu , F. Agyire-Tettey , D.B. Sarpong Assessment of the determinants that inf uence the adoption of sustainable soil and water conservation practices in Techiman Municipality of Ghana ...... 248 M. Ghorbani , H. Asadi , S. Abrishamkesh Effects of rice husk biochar on selected soil properties and nitrate leaching in loamy sand and clay soil ...... 258 M. Norman , H.Z.M. Shafri , S.B. Mansor , B. Yusuf Review of remote sensing and geospatial technologies in estimating rooftop rainwater harvesting (RRWH) quality ...... 266 Volume 7, No. 3, September 2019 A.M. Abdallah The effect of hydrogel particle size on water retention properties and availability under water stress ...... 275 F. Garc í a- Á vila , J. Pati ñ o-Ch á vez , F. Zhin í n-Chimbo , S. Donoso-Moscoso , L. Flores del Pino , A. Avil é s-A ñ azco Performance of Phragmites Australis and Cyperus Papyrus in the treatment of municipal wastewater by vertical f ow subsurface constructed wetlands...... 286 M.V. Slukovskaya , V.I. Vasenev , K.V. Ivashchenko , D.V. Morev , S.V. Drogobuzhskaya , L.A. Ivanova, I.P. Kremenetskaya Technosols on mining wastes in the subarctic: Eff ciency of remediation under Cu-Ni atmospheric pollution...... 297 M. Mohammadi , A. Khaledi Darvishan , N. Bahramifar Spatial distribution and source identif cation of heavy metals (As, Cr, Cu and Ni) at sub-watershed scale using geographically weighted regression ...... 308
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Volume 7, Number 3, September 2019
International Research and Training Center on Erosion and Sedimentation and China Water and Power Press AIMS AND SCOPE
The International Soil and Water Conservation Research (ISWCR), the offi cial journal of World Association of Soil and Water Conservation (WASWAC) www.waswac.org, is a multidisciplinary journal of soil and water conservation research, practice, policy, and perspectives. It aims to disseminate new knowledge and promote the practice of soil and water conservation. The scope of International Soil and Water Conservation Research includes research, strategies, and technologies for prediction, prevention, and protection of soil and water resources. It deals with identif cation, characterization, and modeling; dynamic monitoring and evaluation; assessment and management of conservation practice and creation and implementation of quality standards. Examples of appropriate topical areas include (but are not limited to): ∑ Soil erosion and its control ∑ Watershed management ∑ Water resources assessment and management ∑ Nonpoint-source pollution ∑ Conservation models, tools, and technologies ∑ Conservation agricultural ∑ Soil health resources, indicators, assessment, and management ∑ Land degradation ∑ Sedimentation ∑ Sustainable development ∑ Literature review on topics related soil and water conservation research © 2019 International Research and Training Center on Erosion and Sedimentation and China Water and Power Press. Production and hosting by Elsevier B.V. Peer review under responsibility of IRTCES and CWPP. Notice No responsibility is assumed by the International Soil and Water Conservation Research (ISWCR) nor Elsevier for any injury and/or damage to persons, property as a matter of product liability, negligence, or otherwise, or from any use or operation of any methods, products, instructions, or ideas contained in the material herein. Although all advertising material is expected to conform to ethical standards, inclusion in this publication does not constitute a guarantee or endorsement of the quality or value of such product or of the claims made of it by its manufacturer. Full text available on ScienceDirect
INTERNATIONAL SOIL AND WATER CONSERVATION RESEARCH (ISWCR) Volume 7, No. 3, September 2019
CONTENTS
C. Alewell, P. Borrelli , K. Meusburger , P. Panagos Using the USLE: Chances, challenges and limitations of soil erosion modelling ...... 203 C. Kristo, H. Rahardjo , A. Satyanaga Effect of hysteresis on the stability of residual soil slope ...... 226 E. Debie , K.N. Singh , M. Belay Effect of conservation structures on curbing rill erosion in micro-watersheds, northwest Ethiopia . . . . . 239 K.A. Darkwah , J.D. Kwawu , F. Agyire-Tettey , D.B. Sarpong Assessment of the determinants that inf uence the adoption of sustainable soil and water conservation practices in Techiman Municipality of Ghana...... 248 M. Ghorbani , H. Asadi , S. Abrishamkesh Effects of rice husk biochar on selected soil properties and nitrate leaching in loamy sand and clay soil ...... 258 M. Nor man , H.Z.M. Shafri , S.B. Mansor , B. Yusuf Review of remote sensing and geospatial technologies in estimating rooftop rainwater harvesting (RRWH) quality ...... 266 A.M. Abdallah The effect of hydrogel particle size on water retention properties and availability under water stress ...... 275 F. Garc í a- Á vila, J. Pati ñ o-Ch á vez , F. Zhin í n-Chimbo , S. Donoso-Moscoso, L. Flores del Pino , A. Avil é s-A ñ azco Performance of Phragmites Australis and Cyperus Papyrus in the treatment of municipal wastewater by vertical f ow subsurface constructed wetlands...... 286 M.V. Slukovskaya , V.I. Vasenev , K.V. Ivashchenko , D.V. Morev , S.V. Drogobuzhskaya , L.A. Ivanova , I.P. Kremenetskaya Technosols on mining wastes in the subarctic: Eff ciency of remediation under Cu-Ni atmospheric pollution...... 297 M. Mohammadi , A. Khaledi Darvishan , N. Bahramifar Spatial distribution and source identif cation of heavy metals (As, Cr, Cu and Ni) at sub-watershed scale using geographically weighted regression...... 308
International Soil and Water Conservation Research 7 (2019) 203e225
Contents lists available at ScienceDirect
International Soil and Water Conservation Research
journal homepage: www.elsevier.com/locate/iswcr
Review Article Using the USLE: Chances, challenges and limitations of soil erosion modelling
* Christine Alewell a, , Pasquale Borrelli a, Katrin Meusburger b, Panos Panagos c a Environmental Geosciences, University of Basel, Switzerland b Swiss Federal Institute for Forest, Snow and Landscape Research, Birmensdorf, Switzerland c European Commission, Joint Research Center, Ispra, Italy article info abstract
Article history: To give soils and soil degradation, which are among the most crucial threats to ecosystem stability, social Received 10 January 2019 and political visibility, small and large scale modelling and mapping of soil erosion is inevitable. The most Received in revised form widely used approaches during an 80year history of erosion modelling are Universal Soil Loss Equation 20 May 2019 (USLE)-type based algorithms which have been applied in 109 countries. Addressing soil erosion by Accepted 29 May 2019 water (excluding gully erosion and land sliding), we start this review with a statistical evaluation of Available online 18 June 2019 nearly 2,000 publications). We discuss model developments which use USLE-type equations as basis or side modules, but we also address recent development of the single USLE parameters (R, K, LS, C, P). Keywords: Universal soil loss equation Importance, aim and limitations of model validation as well as a comparison of USLE-type models with RUSLE other erosion assessment tools are discussed. Model comparisons demonstrate that the application of CSLE process-based physical models (e.g., WEPP or PESERA) does not necessarily result in lower uncertainties Soil redistribution compared to more simple structured empirical models such as USLE-type algorithms. We identified four Soil degradation key areas for future research: (i) overcoming the principally different nature of modelled (gross) versus Water erosion measured (net) erosion rates, in coupling on-site erosion risk to runoff patterns, and depositional regime, Model (ii) using the recent increase in spatial resolution of remote sensing data to develop process based Review models for large scale applications, (iii) strengthen and extend measurement and monitoring programs to build up validation data sets, and (iv) rigorous uncertainty assessment and the application of objective evaluation criteria to soil erosion modelling. © 2019 International Research and Training Center on Erosion and Sedimentation and China Water and Power Press. Production and Hosting by Elsevier B.V. This is an open access article under the CC BY-NC- ND license (http://creativecommons.org/licenses/by-nc-nd/4.0/).
1. Background the early nineties, it was already estimated that 56% of the global land being degraded and showed light to severe forms of soil In a world of climate and land use change, fertile soils are one of erosion by water (Oldeman,1992, pp. 16e36). Since water erosion is the most essential resources to sustain humankind. In a recent strongly exacerbated by the conversion of natural vegetation to review paper in Science (Amundson et al., 2015) soil is discussed agricultural land, with nearly 40% of Earth's land currently utilized comprehensively as THE essential resource for human security for agricultural production (Foley, 2017), accelerated forms of soil (including climate and food security) in the 21st century with the erosion became a widespread phenomenon representing a major main threat to soils being soil erosion by wind and water ever since challenge to achieving the United Nations Sustainable Develop- humankind had started with agriculture. ment Goals (Keesstra et al., 2016). To date, most of the world's soils are only in fair, poor, or very The fact that soil erosion is a threat to one of the most essential poor condition as was stressed by the latest publications of the resources of humankind is as old as Cain and Abel (Panagos et al., United Nations, i.e. Status of the World's Soil Resources (FAO, 2015) 2016c). In modern ages, Russian soil scientists were probably the where soil erosion was identified as one of the major soil threats. In first to be successful in directing attention towards soil erosion which resulted in governmental mitigation programs at the end of the 19th century (Dokuchaev, 1892). Today, tools to not only map the actual status of soil erosion, but also to test the influence of * Corresponding author. mitigation strategies as well as management or conservations E-mail address: [email protected] (C. Alewell). https://doi.org/10.1016/j.iswcr.2019.05.004 2095-6339/© 2019 International Research and Training Center on Erosion and Sedimentation and China Water and Power Press. Production and Hosting by Elsevier B.V. This is an open access article under the CC BY-NC-ND license (http://creativecommons.org/licenses/by-nc-nd/4.0/). 204 C. Alewell et al. / International Soil and Water Conservation Research 7 (2019) 203e225 practices and last but not least future (climate change) scenarios are Soil Erosion Model (LISEM, (De Roo, Wesseling, & Ritsema, 1996), urgently needed (Tan, Leung, Li, & Tesfa, 2018). Without the pos- the European Soil Erosion Model (EUROSEM; (Morgan et al., 1998) sibility to map and visualize soil erosion on large scales, soil erosion and Pan European Soil Erosion Risk Assessment (PESERA, Kirkby will be out of the focus of all major environmental and agricultural et al. (2008)) resulted in 220 hits (125, 32, 34 and 29, respec- policies such as the European Union's Common Agricultural Policy tively) of the same study period. (CAP), the United Nations Sustainable Development Goals (SDGs), One of the main reasons why USLE type modelling is so widely the United Nations Convention to Combat Desertification (UNCCD) used throughout the world (see also Figs. 1e3 and section 2.1) is and the Intergovernmental Science-Policy Platform on Biodiversity certainly its high degree of flexibility and data accessibility, a and Ecosystem Services (IPBES). Moreover, the lack of large scale parsimonious parametrization, extensive scientific literature and erosion rate data sets also creates knowledge gaps in climate comparability of results allowing to adapt the model to nearly every change and carbon mitigation scenarios, hydrology and flood pre- kind of condition and region of the world. Nevertheless, the USLE diction as well as earth science system modelling. approach is an empirical modelling approach with significant Modelling and prediction of soil erosion by water has a long limitations which already have been addressed in the very first history with first studies published in international journals more publications as there is no simulation of soil deposition (e.g., than seven decades ago using north American data sets (e.g. sedimentation) and that in most cases not enough measured data (Bennett, 1939; Smith, 1941; Zingg, 1940b)). Many mathematical exist to rigorously determine the single factors for all needed sit- models categorized as empirical, conceptual, physically-based or uations and scenarios (Wischmeier and Smith, 1965, 1978, p. 58). process-oriented are available to estimate soil erosion at different The question remains, whether or not research and development of spatial and temporal scales (De Vente & Poesen, 2005; Jetten, the last 5 decades (1965 e today) was able to overcome these main Govers, & Hessel, 2003; Karydas, Panagos, & Gitas, 2014; King & limitations, or, if not, at least improved them to such an extent that Delpont, 1993; Merritt, Letcher, & Jakeman, 2003; Morgan, 2005, is justifiable to apply the model algorithm to large scales and if so, pp. 365e376; Toy T. J, 2002; Vrieling, 2006; Zhang, O'Neill, & Lacey, under which conditions and resolution. 1996a). Most erosion models contain a mix of modules from each of The aim of this review is a thorough and rigorous evaluation of these categories. The research community has been contempora- USLE-type modelling to come to some conclusions on the sense and neously working for both, improving the applicability of complex non-sense of soil erosion modelling with this model concept process-oriented models such as the Water Erosion Prediction depending on specific circumstances and conditions. We do not Project (WEPP) (Boardman, 2006; Morgan & Nearing, 2011) or the aim to provide a user guide or handbook of USLE-type modelling European Soil Erosion Model (EUROSEM; Morgan et al. (1998)) as but ask the interested reader to depend in this respect on the well as updating the existing empirical approaches such as the wealth of literature starting from the original publications Universal Soil Loss Equation (USLE) (Bagarello et al., 2008, 2015; (Wischmeier and Smith, 1965, 1978, p. 58) to reviews on its history Bagarello & Ferro, 2004; Di Stefano, Ferro, & Pampalone, 2017; and past use (e.g. (Laflen & Flanagan, 2013; Laflen & Moldenhauer, Kinnell, 2014) which not only remains attractive from a practical 2003)), on special applications and further development (e.g. point of view (Cao, Zhang, Dai, & Liang, 2015; Gessesse, Bewket, & consideration of runoff and event based modelling (Kinnell, 2010)) Brauning,€ 2015) but also gives estimates on large spatial scales (see to general evaluations of model concepts and usability (Merritt below, (Diodato, Borrelli, Fiener, Bellocchi, & Romano, 2017; et al., 2003; Nearing, 2004; Quinton, 2013). We also do not claim Doetterl, Van Oost, & Six, 2012; Van Oost et al., 2007; Yang, Kanae, or even make an attempt to review all existing studies using USLE- Oki, Koike, & Musiake, 2003a)). type models which is clearly beyond the scope of a manuscript in At present, USLE and the Revised USLE (RUSLE) are by far the ESR but have included a mere numerical geographical meta- most widely applied soil erosion prediction models globally and analysis to embrace the wealth of literature published on USLE- according to (Risse, Nearing, Laflen, & Nicks, 1993) “USLE has been type models quantitatively (see section 2.1). used throughout the world for a variety of purposes and under many different conditions simply because it seems to meet the 2. Historical aspects and evolution of USLE-type modelling need better than any other tool available”. A Web of Science query (http://apps.webofknowledge.com/) for the period 2007e2017 The origin of USLE-type models was in the US to provide a resulted in 1149 hits corresponding to the keywords “Universal Soil management decision support tool and was based upon thousands Loss Equation”, “USLE”, “Revised Universal Soil Loss Equation” or of controlled studies on field plots and small watersheds since 1930 “RUSLE”, with average citations per item of 7.8 (as of August 2017). (Wischmeier & Smith, 1965). As with all empirical methods the A query with the Science Direct tool for the last 40 years resulted in model concept is not based on process description and simulation 1556 studies using USLE or RUSLE with an average citation rate of but rather on understanding a process, capturing the confounding cited publications of 18.8 (studies with no citations were not measureable parameters and delineating a mathematical algorithm considered in this average rate, see meta-analysis in section 2.1). out of the relationship between these parameters and the The most well-known models based on USLE/RUSLE technology are measured output (in this case measured eroded sediments). the Soil and Water Assessment Tool (SWAT) (Arnold, Srinivasan, As such, the USLE was defined as: Muttiah, & Williams, 1998), the AGricultural Non-Point Source Pollution Model (AGNPS) (Cronshey & Theurer, 1998; Young, A ¼ R,K,L,S,C,P (1) Onstad, Bosch, & Anderson, 1989), and the Water and Tillage Erosion and Sediment Model (Watem/Sedem) (Van Rompaey, where: A (Mg ha 1 yr 1) is the annual average soil erosion, R (MJ Verstraeten, Van Oost, Govers, & Poesen, 2001) and the Chinese mm h 1 ha 1 yr 1) is the rainfall-runoff erosivity factor, K (Mg h Soil Loss Equation (CSLE, Liu, Zhang, and Xie (2002)) which total- MJ 1 mm 1) is the soil erodibility factor, L (dimensionless) is the ized 1385, 311, 67 and 35 hits, respectively, in the same period (Web slope length factor, S (dimensionless) is the slope steepness factor, of Science query 2007e2017). Modelling approaches independent C (dimensionless) is the land cover and management factor, P from the USLE such as the Water Erosion Prediction Model (WEPP, (dimensionless) is the soil conservation or prevention practices Laflen, Elliot, Flanagan, Meyer, and Nearing (1997)), the Limburg factor. The impact of the factors R capturing the energy and amount C. Alewell et al. / International Soil and Water Conservation Research 7 (2019) 203e225 205
Fig. 1. Geographic distribution per country of published papers using USLE or RUSLE modelling during the last 40 years (1977 to July 2017).
sediment yield. Even though Wischmeier and Smith (1965) are generally cited as the origin of the equation, the development of the modelling concept actually started much earlier. The soil-loss equation was the result of 20 years of development starting from the so called slope-practice method (Zingg, 1940b) on which Smith (1941) added crop and conservation-practice factors. Eventually soil erodibility, management factors (Browning, Parish, & Glass, 1947) and the rainfall factor (Musgrave, 1947) were added. The resulting “Mus- grave equation” was published as a graphical solution in 1952 (Lloyd & Eley, 1952) but was further improved throughout the 1950's with an improved rainfall-erosion index, a method of eval- uating cropping-management effects on the basis of local climatic conditions, a quantitative soil-erodibility factor and a method of accounting for effects of interrelations of such variables as pro- Fig. 2. Number of studies per continent and percentage of total publication number ductivity level, crop sequence and residue management (USDA, (1977 to July 2017). 1961; Wischmeier, 1959; Wischmeier, 1960). Wischmeier and Smith (1965) with an update by Wischmeier and Smith (1978, p. 58) finally put figures, tables and equations for all five single fac- of precipitation, K accounting for the soil parameters determining tors of the USLE together in a guide book explaining application and erosion potential, C describing the vegetation cover and manage- use in detail. This guidebook was published by the US National ment as well as P delineating human management intervention is Runoff and Soil Loss Data Center, in cooperation between the directly related to our process understanding of soil erosion. Un- Agricultural Research Service and Purdue University, and it resulted derstanding erosional processes and driving factors, it might seem from statistical analysis of more than 10,000 plot-years of runoff surprising that neither runoff nor infiltrating was included in the and soil loss data carried out in plots having a length less than or algorithm. However, from a pure statistical perspective the rainfall equal to 122 m and a slope ranging from 3 to 18%. For defining the erosivity was simply the best predictor for the measured erosion mathematical structure of the USLE a reference condition, named output and attempts to include runoff even reduced the quality of as unit plot, was used, which built on the set-up of field experi- the assessment (Wischmeier, 1966; Wischmeier & Smith, 1965). ments which were commonly used. The unit plot was defined as a From a soil scientific perspective infiltration is not a helpful 22.1 m long plot, with a 9% slope, maintained in a continuous parameter for such a modelling endeavour, because it is very prone regularly tilled fallow condition with up-and-down hill tillage. The to measurement errors, extremely variable in soils and we will unit plot was used to compare soil loss data collected on plots that hardly ever be able to capture infiltration at larger scales. The had different slopes, lengths, cropping and management and con- implementation of the L and S are meant to capture the impact of servation practices (Wischmeier and Smith, 1965, 1978, p. 58). runoff energy which is influenced by a mix of processes and pa- The main motivation of the early studies using the USLE were to rameters. However, it has to be noted that in all these endeavours quantify soil erosion rates and their single contributing factors in modelling targeted at on site soil erosion risk, not at catchment 206 C. Alewell et al. / International Soil and Water Conservation Research 7 (2019) 203e225
Fig. 3. Trend of published papers (USLE/RUSLE). The period 2013e2017 covers until July 2017, the projection for the full 5 year period would approximate 600 papers (striped box). comparison to soil-loss tolerance values and assess possible com- Johnson, Savabi, & Loomis, 1984). Johnson et al. (1984) suggested binations of cropping systems and management plans for mitiga- that a more accurate assessment of the cover and management tion (Schwertmann, Vogl, & Kainz, 1987, pp. 1e64; Wischmeier & conditions is needed for applications of the USLE on rangelands. Smith, 1965). Weltz, Kidwell, and Fox (1998) stated that ‘USLE is a lumped Since its first definition, USLE-type modelling was developed empirical model that does not separate factors that influence soil further to meet the multiple needs and conditions of modelled erosion, such as plant growth, decomposition, infiltration, runoff, systems. Renard, Foster, Weesies, McCool, and Yoder (1997) stated soil detachment, or soil transport’. The increasing criticisms with that the USLE for more than four decades has proven that this regard to the limitations of the USLE were met by an increasing technology is valuable as a conservation-planning guide in the US, interest in both the US action agencies and the soil science research providing farmers and conservation planners with a tool to esti- community to update the USLE thus creating a substantial need for mate rates of soil erosion for different cropping systems and land a revision of the USLE which were made possible by the fast im- managements. Even though conceptualized and calibrated for provements in computation capacity. agricultural areas, the USLE has been soon adjusted to extend its Accordingly, the USLE was upgraded to the Revised Universal applicability to undisturbed land. In the early 1970's, as a result of a Soil Loss Equation (RUSLE) during the 1990s (Renard et al., 1991, meeting between the Natural Resources Conservation Service 1997, pp. 1e404). The basic structure of the RUSLE retains the (NRCS) and the Forest Service of the USDA, a first extension of the multiplicative form of the USLE, but it also has process-based USLE was made by developing a sub-factor to compute the cover- auxiliary components such as calculating time-variable soil erod- management factors (C-factor) for woodland, permanent pasture ibility, plant growth, residue management, residue decomposition and rangeland (Spaeth, Pierson, Weltz, & Blackburn, 2003; and soil surface roughness as a function of physical and biological Wischmeier, 1975, pp. 118e124). The proposed method to estimate processes. RUSLE also has updated values for erosivity (R), new the USLE C-factor used relationships to extrapolate three major relationships for the topographical components (L and S factors) sub-factors, canopy, ground cover and below soil effects (Renard & which include ratios of rill and inter-rill erosion, consideration of Foster, 1985), since for these areas an extensive data base of the C seasonality of the K factor and additional P factors for rangelands factor was not available. Later, Dissmeyer and Foster (1980) pro- and subsurface drainage, among other improvements (please see posed further additions and modifications to extend the number of section 3 for description of advancement regarding the single fac- sub-factors operating in woodland, including (i) amount of bare soil tors of RUSLE). (or conversely ground cover), (ii) canopy, (iii) soil reconsolidation, RUSLE combines the advantage of being based on the same (iv) high organic content, (v) fine roots, (vi) residual binding effect, extensive database as was the USLE with some process-based (vii) onsite storage, (viii) steps and (ix) contour tillage (agrofor- computations for time-varying environmental effects on the estry). As reported by Spaeth et al. (2003) early applications of the erosional system (Nearing, 2004). However, it still has the limita- model in rangelands showed little agreement between estimated tions in model structure that allows only for limited interactions and measured soil loss in both catchment (Simanton, Roger, and inter-relationships between the basic multiplicative factors Herbert, & Renard, 1980) and plot experiments (Hart, 1984; (Nearing, 2004). As USLE-type models were designed to predict C. Alewell et al. / International Soil and Water Conservation Research 7 (2019) 203e225 207 long-term average annual soil loss, they have been successful to of the RUSLE published by the Research Branch Agriculture and predict event soil losses reasonably well at some geographic loca- Agri-Food Canada (Wall, Coote, Pringle, & Shelton, 2002, pp. tions (Kinnell, 2010), but often fail to predict event erosion, which is 1e117)); Australia (Ferro & Porto, 1999); Africa (Haileslassie, Priess, highly influenced by the fact that the USLE and its revisions (RUSLE) Veldkamp, Teketay, & Lesschen, 2005; Lufafa, Tenywa, Isabirye, do not consider runoff explicitly. Majaliwa, & Woomer, 2003) and Asia (Lee & Heo, 2011; RUSLE2 was developed to scientifically enhance the USLE/RUSLE Meusburger, Mabit, Park, Sandor, & Alewell, 2013; Xu, Miao, & Liao, equations and offer an improved tool to guide and assist erosion- 2008). In China, the USLE was adapted in substituting the C and the control planning (USDA, 2008). Although the fundamental empir- P factor with three factors considering the biology, engineering and ical equation scheme of the previous equations was retained, tillage practices (Liu et al., 2002). For the application in Europe RUSLE2 uses both empirical and process-based equations that (Schwertmann et al., 1987, pp. 1e64) was the first to rigorously allow it to extend significantly beyond the original USLE structure. evaluate the applicability of the USLE to the different climatic In fact, RUSLE2 can be defined as a hybrid soil erosion prediction conditions and land use management systems of Bavaria (Southern (estimation) approach since it is a combination of the empirical, Germany). Today, USLE-type modelling is being used in Europe index-based USLE and process-based equations for the detach- from the northern Scandinavia to the Southern Mediterranean or ment, transport, and deposition of soil particles (USDA, 2008). The eastern countries like Turkey and Hungary (e.g., (Bagarello & Ferro, RUSLE2 scheme allows to compute net erosion or deposition (mass/ 2004; Ferro & Porto, 1999; Ozsoy, Aksoy, Dirim, & Tumsavas, 2012; area) for each segment in which the overland flow path is divided, Podmanicky et al., 2011; Porto, 2016; Sivertun & Prange, 2003)). sediment load (mass/unit flow width) at the end of each segment Eventually USLE-type modelling was increased to continental and at the end of the overland flow path, and sediment charac- (Europe: Panagos et al. (2015d); China: Yue et al. (2016); Australia teristics at the detachment point and in the sediment load at the Teng et al. (2016)) and finally to global scale (Borrelli et al., 2017b; end of each segment (USDA, 2008). Among other structural im- Diodato et al., 2017; Doetterl et al., 2012; Ito, 2007; Van Oost et al., provements (USDA, 2018), RUSLE2 works on a daily time step and 2007; Yang, Kanae, Oki, Koike, & Musiake, 2003b). introduced the concept of erosivity density which resulted in sig- A database of studies was developed within the frame of this nificant improvements in the calculations and mapping of rainfall review using the Science Direct tool searching for the keywords erosivity (Nearing et al., 2017). Validation of the parameters of the USLE and RUSLE (from 1977 to July 2017) with specific focus on title, original RUSLE2 was achieved with the same 10,000 plot-years data year of publication, study area, journal, paper type and keywords. as the original USLE. Additional 451 studies were not included as they did not propose a As USLE has been frequently criticized of its empirical nature, specific study area or addressed theoretical issues of the model. The Ferro (2010) demonstrated that the original structure of USLE can author keywords of the articles have been processed by a word be theoretically obtained applying the dimensional analysis and the cloud application to produce the most common issues addressed by self-similarity theory (Barenblatt, 1979, 1987) using the same soil authors. In this process, we excluded self-explained keywords erosion representative variables and the reference condition (USLE, RUSLE, soil, erosion) and geographical locations. Besides the adopted by Wischmeier and Smith (1965). In other words, using the most common keywords (GIS, model, factor, map, risk) the highest factor scheme and the reference condition adopted by Wischmeier frequency was reached by keywords such as climate, geo-statistics, and Smith (1965), Ferro (2010) challenges the criticism of the policy, crop, terraces, 137Cs, planning and nutrient (see visualization empirical origin in claiming that “USLE is the subsequent logical in the graphical abstract). structure with respect to the variables used to simulate the physical The USLE/RUSLE model has been extensively used during the soil erosion process”. However, with this statement, we always last 40 years in 109 countries (Fig. 1). need to keep in mind, that USLE edriven modelling targets at the The largest number of publications with the application of USLE/ physical soil erosion process and will thus not be capable of RUSLE model has been found in the United States of America (274 simulating catchment sediment transport or yields. papers), China (218 papers), Brazil (88), Italy (87), India (67), Spain Today, USLE-type modelling has been further advanced to meet (66) Australia (50) and Turkey (43). In an analysis per continent, 519 numerous special requirements and specific needs. E.g., Bagarello, papers (33% of total) have study sites in 32 countries of Asia (Fig. 2). Di Stefano, Ferro, and Pampalone (2017) as well as Larson, In Europe (24% of the total number of studies) USLE/RUSLE is used Lindstrom, and Schumacher (1997) adapted USLE-type models for in 31 countries and in Northern America and the Caribbean in 13 event based soil erosion modelling. USLE-type modelling has also countries (22% of total number of studies). In Africa, 146 publica- been used in all kind of extreme ecosystem types and for various tions (9% of total) used USLE/RUSLE for estimating soil loss by water management scenarios, e.g. from volcanic soils in Chile with in 21 countries. The meta-analysis resulted also in a wide use of the Mediterranean climate (Stolpe, 2005) to the possible mitigation USLE/RUSLE model in East-Southern Asia (South Korea, Malaysia, impact of organic farming on soil erosion rates from mountainous Thailand and Indonesia), Central East Africa (Ethiopia, Kenya, monsoonal watersheds in South Korea (Arnhold et al., 2014) or the Nigeria) and the Mediterranean (Italy, Spain, Greece, Portugal, comparison of conventional with organic farming in northern Morocco, Tunisia, Algeria) (Fig. 1). Bavaria (Auerswald, Kainz, & Fiener, 2003). For a discussion of ad- The 1556 papers that estimated soil loss by water erosion using vancements in model development and extension of the model USLE/RUSLE at local/regional/national and continental scale have concept please see section 3. been published with an average rate of 39 papers per year during the period 1977e2017. The split into time windows of 5-years yielded a strongly increasing trend with the highest number of 2.1. A geographical and temporal meta-analysis of publications published articles (131) in 2016 (extrapolation from July 2017 to the addressing USLE/RUSLE models full year of 2017 is approximating 150 papers). A sharp increase in publication rates started in the late 90ties. The highest relative The USLE concept, originally developed for the US agricultural increase (76%) is noted in the period 2008-12 which is also ex- systems, has been adapted by scientists all over the world and pected to continue in the current period (2013-17). Estimated applied to datasets of different regions, countries and continents. published papers during the last 5 years will be more than 600 Examples would be Canada (e.g., the handbook for the application 208 C. Alewell et al. / International Soil and Water Conservation Research 7 (2019) 203e225 compared to the 414 papers published in 2008-2012 (Fig. 3). implemented in new modelling concepts considering runoff, USLE/RUSLE applications were published in a wide variety of sediment transport and/or sediment delivery. An implementation journals. The 1556 peer reviewed papers have been published in of the USLE where the rainfall erosivity is replaced by runoff vol- more than 500 Science Direct indexed journals with the highest ume (Modified USLE, MUSLE) resulted in a satisfying prediction of frequency in Catena (4.2%), followed by the Journal of Soil & Water measured sediment yield already in the mid-seventies and early Conservation (3.3%) and Land Degradation and Development eighties (Smith, Williams, Menzel, & Coleman, 1984; Williams, (2.6%). More than 83% of the papers are classified as research arti- 1975, pp. 244e252). The latter allows the equation to be applied cles, followed by conference papers (14%), book chapters (2%) and to individual storm events. Several variants of the MUSLE equation review papers (1%). Finally, 1195 articles (77% of the total) were exist and MUSLE was even integrated in GIS (e.g. in ArcMUSLE; cited with an average of 18.8 citations per article (publications with (Zhang, Degroote, Wolter, & Sugumaran, 2009). However, even no citations were not considered in this average rate). though runoff is considered, the restriction that USLE-modelled and observed data represent different parameters (e.g., gross and 3. Developments of USLE-type modelling with extended net erosion rates, respectively, please see box 1 and also section 5) modelling concept are not yet overcome. Another event based derivate of USLE is USLE-M, which also includes event runoff in R, but K-factor values Numerous advanced developments of USLE-type modelling are adjusted accordingly by multiplying them with the ratio of the have been implemented during the last decades (for selections total value of the EI30 index to the total value of the QREI30 index please see Table 1). A substantial change to the USLE concept were (Kinnell & Risse, 1998).
Table 1 Selected models based on the USLE concept or incorporating USLE parameters.
Model Full name Original references USLE components Additional features compared to USLE
RUSLE Revised Universal Soil Loss (Renard et al., 1991, 1997, USLE components to process-based auxiliary components (e.g., time-variable soil Equation pp. 1e404) simulate erosion erodibility, plant growth, residue management, residue decomposition, soil surface roughness, updated values for erosivity (R), new relationships for L and S factors, additional P factors RULSE2 Revised Universal Soil Loss USDA (2008) USLE components to Net erosion and deposition, hybrid soil erosion prediction Equation 2 simulate erosion with combination of the empirical, index-based USLE and process-based equations for the detachment, transport, and deposition of soil particles, calculation on a daily basis, biomass accounting in the C factor, Adding three dimensional components RUSLE3D Revised Universal Soil Loss (Desmet & Govers, 1996; USLE components but Considering the flow convergence of the upslope area thus Equation for Complex Terrain Mitasova et al., 1996; replacing the slope length improving the impact of concentrated flow on increased Mitasova & Mitas, 1999) with contribution of erosion upslope area USPED Unit Stream Power Erosion and Mitasova et al. (1996) USLE components to Considering 3-D topography and prediction erosion and Deposition simulate erosion deposition Adding factors to consider nutrient transport, management measures or replacement of C factors to improve biological dynamic CSLE Chinese Soil Loss Equation Liu et al. (2002) USLE but C and P factor C factor replaced by a biological conservation measures replaced factor (B), and engineering conservation measures factor (E) as well as a tillage conservation measures factor (T) PERFECT Productivity, Erosion and (Littleboy et al., 1992a, Sediment yield is simulated Water balance and runoff predictions, erosion and crop Runoff Functions to Evaluate 1992b) using MUSLE growth and crop yield; including sequences of plantings, Conservation Techniques harvests and stubble management during fallow G2 Geoland 2 erosion model (Karydas & Panagos, 2016; USLE but C and P factor C factor replaced by a vegetation factor retention combining Panagos, Christos, Cristiano, replaced. land use and fractional vegetation coverage; P factor & Ioannis, 2014a) replaced by landscape features factor quantifying the effect of obstacles to interrupt rainfall runoff. Model erosion at monthly step Considering runoff, sediment transport and delivery MUSLE Modified Universal Soil Loss (Smith et al., 1984; USLE components to prediction of sediment yield; simulation of individual storm Equation Williams, 1975, pp. 244 simulate erosion events e252) SWAT Soil and Water Assessment Tool Arnold et al. (1998) Sediment delivery based on Simulation of the hydrological water balance, then using the MUSLE runoff to simulate sediment dynamics WATEM/SEDEM Water and Tillage Erosion and (Van Oost et al., 2000a; Van USLE components to sediment production as well as sediment transport and Sediment Model Rompaey et al., 2001) simulate erosion pathways to derive ultimate source strengths, consideration of tillage erosion SEDD Sediment Delivery Distributed Ferro and Minacapilli USLE-type modelling to Gross erosion rates are coupled to a sediment delivery tool Model (1995) calculate gross erosion to estimate sediment transport and delivery rates Considering runoff and sediment dynamics as well as nutrients and/or pollutants CREAMS Chemical Runoff and Erosion (Knisel, 1980; Silburn & USLE components to Runoff modelling, erosion and sedimentation, gully erosion; from Agricultural Management Freebairn, 1992; Silburn & simulate erosion chemistry and target non-point source pollutants Systems model Loch, 1989) Individual storms/events as well as long term modelling AGNPS Agricultural Non-Point Source Young et al. (1989) USLE or RUSLE used to Runoff and nutrient modelling Model model soil erosion EPIC Erosion Productivity Impact Williams, Renard, and Dyke USLE used to model water in addition to water erosion, hydrology, nutrient dynamics, Calculator (1983) erosion plant growth, soil temperature tillage and economics are simulated with physically based modules C. Alewell et al. / International Soil and Water Conservation Research 7 (2019) 203e225 209
Box 1 erosion modes, namely WaTEM (Water and Tillage Erosion Model; Definition of soil erosion in Universal Soil Loss Equation (USLE)- (Van Oost et al., 2000a) and SEDEM (Sediment Delivery model, Van type algorithms Rompaey et al. (2001). A similar approach is followed with the Sediment Delivery Distributed Modell (SEDD) where USLE-type modelling is used to Soil erosion is, strictly speaking, the detachment of soil calculate spatially distributed gross erosion rates, which are then particles from a source site and its transport to some coupled to a sediment delivery tool to estimate net sediment depositional sink. As such, the processes of erosion and transport and delivery on catchment scale (Ferro & Minacapilli, deposition (often also addressed as sedimentation) are al- 1995; Ferro & Porto, 2000). ways coupled; both terms together might be described as The above discussion clearly demonstrates that USLE e type soil redistribution. models have long ago left the pure empirical modelling realm and Soil redistribution encompasses soil redistribution by water process-based elements have been incorporated into some of the and wind as well as mass transfer of soil particles (e.g. advanced model development approaches. However, the question landslides). Soil redistribution by water can further be arises how far this route can be followed if at the same time large differentiated into transport of single grains such as sheet scale modelling is envisaged, needing spatially discrete and inde- or interrill erosion, rill and gully erosion. In the modelling pendent units. As such, any modelling endeavor must, at the stage concepts of all USLE-type algorithms soil erosion is defined of planning, clearly define envisaged aims and available data, to be as: “Soil loss refers to the amount of sediment that reaches able to choose the best suited modelling concept (see also section 6, the end of a specified area on a hillslope that is experiencing Model Comparison). net loss of soil by water erosion. It is expressed as a mass of soil lost per unit area and time. Soil loss refers to net loss, 4. State of development of the USLE factors and it does not in any way include areas of the slope that experience net deposition over the long term.” (Nearing, As stated above, the origin of the USLE was strictly empirical Yin, Borrelli, & Polyakov, 2017). USLE-Type modelling with the calibration of the single factors from basic erosion plot does not address larger rills or gully erosion (linear struc- treatments (see section 2). However, this basic structure was sub- tures with a depth > 30 cm), but is restricted to sheet/interrill stantially modified over the last decades with many process-based and small rill erosion only (