Modelling soil erosion at European scale: towards harmonization and reproducibility

Bosco, C.; de Rigo, D.; Dewitte, O.; Poesen, J.; Panagos, P.

doi:10.5194/nhess-15-225-2015

Articles | Volume 15, issue 2

https://doi.org/10.5194/nhess-15-225-2015

© Author(s) 2015. This work is distributed under
the Creative Commons Attribution 3.0 License.

https://doi.org/10.5194/nhess-15-225-2015

© Author(s) 2015. This work is distributed under
the Creative Commons Attribution 3.0 License.

Articles | Volume 15, issue 2

Research article

|

04 Feb 2015

Research article |

| 04 Feb 2015

Modelling soil erosion at European scale: towards harmonization and reproducibility

C. Bosco, D. de Rigo, O. Dewitte, J. Poesen, and P. Panagos

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Total article views: 6,856 (including HTML, PDF, and XML)

HTML	PDF	XML	Total	BibTeX	EndNote
3,388	2,978	490	6,856	129	148

HTML: 3,388
PDF: 2,978
XML: 490
Total: 6,856
BibTeX: 129
EndNote: 148

Views and downloads (calculated since 11 Apr 2014)

Month	HTML	PDF	XML	Total
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May 2014	48	56	24	128
Jun 2014	62	36	7	105
Jul 2014	39	19	28	86
Aug 2014	15	23	20	58
Sep 2014	11	16	15	42
Oct 2014	8	13	6	27
Nov 2014	13	19	4	36
Dec 2014	20	28	2	50
Jan 2015	15	22	0	37
Feb 2015	121	73	7	201
Mar 2015	75	36	2	113
Apr 2015	73	25	2	100
May 2015	40	32	2	74
Jun 2015	58	39	2	99
Jul 2015	52	68	4	124
Aug 2015	34	90	3	127
Sep 2015	18	80	4	102
Oct 2015	31	61	4	96
Nov 2015	40	68	6	114
Dec 2015	17	66	7	90
Jan 2016	40	49	7	96
Feb 2016	32	27	5	64
Mar 2016	24	26	5	55
Apr 2016	20	26	5	51
May 2016	18	22	5	45
Jun 2016	10	8	3	21
Jul 2016	11	9	5	25
Aug 2016	8	4	3	15
Sep 2016	21	14	3	38
Oct 2016	12	18	3	33
Nov 2016	12	7	2	21
Dec 2016	7	7	0	14
Jan 2017	17	15	2	34
Feb 2017	12	12	0	24
Mar 2017	20	21	2	43
Apr 2017	31	24	7	62
May 2017	24	11	6	41
Jun 2017	30	9	5	44
Jul 2017	23	15	4	42
Aug 2017	13	18	6	37
Sep 2017	16	11	2	29
Oct 2017	7	21	1	29
Nov 2017	9	24	7	40
Dec 2017	8	27	3	38
Jan 2018	16	25	6	47
Feb 2018	12	21	3	36
Mar 2018	9	19	5	33
Apr 2018	11	24	4	39
May 2018	12	21	3	36
Jun 2018	15	27	5	47
Jul 2018	9	23	6	38
Aug 2018	23	23	6	52
Sep 2018	13	18	5	36
Oct 2018	16	26	6	48
Nov 2018	16	24	6	46
Dec 2018	13	21	2	36
Jan 2019	13	17	4	34
Feb 2019	12	16	3	31
Mar 2019	9	16	1	26
Apr 2019	14	13	3	30
May 2019	11	18	1	30
Jun 2019	15	28	1	44
Jul 2019	11	28	1	40
Aug 2019	13	20	2	35
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Oct 2019	21	26	1	48
Nov 2019	9	12	3	24
Dec 2019	14	10	1	25
Jan 2020	17	6	6	29
Feb 2020	11	2	1	14
Mar 2020	5	8	0	13
Apr 2020	12	9	0	21
May 2020	6	11	2	19
Jun 2020	25	9	3	37
Jul 2020	35	23	19	77
Aug 2020	12	9	11	32
Sep 2020	19	12	0	31
Oct 2020	19	9	5	33
Nov 2020	16	11	5	32
Dec 2020	17	11	4	32
Jan 2021	24	9	3	36
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Mar 2021	13	10	3	26
Apr 2021	13	18	2	33
May 2021	8	15	3	26
Jun 2021	10	9	4	23
Jul 2021	15	23	2	40
Aug 2021	12	7	5	24
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Oct 2021	14	40	1	55
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Jan 2022	64	21	0	85
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Mar 2022	15	11	0	26
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May 2022	23	22	4	49
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Dec 2022	25	16	0	41
Jan 2023	17	20	1	38
Feb 2023	26	15	0	41
Mar 2023	57	33	18	108
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May 2023	22	16	6	44
Jun 2023	6	12	1	19
Jul 2023	10	7	1	18
Aug 2023	14	12	3	29
Sep 2023	9	9	0	18
Oct 2023	45	14	0	59
Nov 2023	190	12	3	205
Dec 2023	15	17	1	33
Jan 2024	27	18	2	47
Feb 2024	19	22	1	42
Mar 2024	17	14	1	32
Apr 2024	38	13	3	54
May 2024	35	19	1	55
Jun 2024	54	19	2	75
Jul 2024	26	21	4	51
Aug 2024	36	8	2	46
Sep 2024	21	11	1	33
Oct 2024	23	15	1	39
Nov 2024	20	15	1	36
Dec 2024	24	18	1	43
Jan 2025	23	24	0	47
Feb 2025	45	17	1	63
Mar 2025	32	15	0	47
Apr 2025	20	23	0	43
May 2025	53	16	2	71
Jun 2025	47	14	1	62
Jul 2025	33	20	0	53
Aug 2025	25	15	4	44
Sep 2025	47	20	2	69
Oct 2025	48	34	1	83
Nov 2025	21	14	0	35

Cumulative views and downloads (calculated since 11 Apr 2014)

Month	HTML	PDF	XML	Total
Apr 2014	79	83	6	168
May 2014	48	56	24	128
Jun 2014	62	36	7	105
Jul 2014	39	19	28	86
Aug 2014	15	23	20	58
Sep 2014	11	16	15	42
Oct 2014	8	13	6	27
Nov 2014	13	19	4	36
Dec 2014	20	28	2	50
Jan 2015	15	22	0	37
Feb 2015	121	73	7	201
Mar 2015	75	36	2	113
Apr 2015	73	25	2	100
May 2015	40	32	2	74
Jun 2015	58	39	2	99
Jul 2015	52	68	4	124
Aug 2015	34	90	3	127
Sep 2015	18	80	4	102
Oct 2015	31	61	4	96
Nov 2015	40	68	6	114
Dec 2015	17	66	7	90
Jan 2016	40	49	7	96
Feb 2016	32	27	5	64
Mar 2016	24	26	5	55
Apr 2016	20	26	5	51
May 2016	18	22	5	45
Jun 2016	10	8	3	21
Jul 2016	11	9	5	25
Aug 2016	8	4	3	15
Sep 2016	21	14	3	38
Oct 2016	12	18	3	33
Nov 2016	12	7	2	21
Dec 2016	7	7	0	14
Jan 2017	17	15	2	34
Feb 2017	12	12	0	24
Mar 2017	20	21	2	43
Apr 2017	31	24	7	62
May 2017	24	11	6	41
Jun 2017	30	9	5	44
Jul 2017	23	15	4	42
Aug 2017	13	18	6	37
Sep 2017	16	11	2	29
Oct 2017	7	21	1	29
Nov 2017	9	24	7	40
Dec 2017	8	27	3	38
Jan 2018	16	25	6	47
Feb 2018	12	21	3	36
Mar 2018	9	19	5	33
Apr 2018	11	24	4	39
May 2018	12	21	3	36
Jun 2018	15	27	5	47
Jul 2018	9	23	6	38
Aug 2018	23	23	6	52
Sep 2018	13	18	5	36
Oct 2018	16	26	6	48
Nov 2018	16	24	6	46
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Jan 2019	13	17	4	34
Feb 2019	12	16	3	31
Mar 2019	9	16	1	26
Apr 2019	14	13	3	30
May 2019	11	18	1	30
Jun 2019	15	28	1	44
Jul 2019	11	28	1	40
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Apr 2020	12	9	0	21
May 2020	6	11	2	19
Jun 2020	25	9	3	37
Jul 2020	35	23	19	77
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Oct 2020	19	9	5	33
Nov 2020	16	11	5	32
Dec 2020	17	11	4	32
Jan 2021	24	9	3	36
Feb 2021	16	13	3	32
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Apr 2021	13	18	2	33
May 2021	8	15	3	26
Jun 2021	10	9	4	23
Jul 2021	15	23	2	40
Aug 2021	12	7	5	24
Sep 2021	14	14	2	30
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Nov 2021	22	29	0	51
Dec 2021	10	19	2	31
Jan 2022	64	21	0	85
Feb 2022	15	15	3	33
Mar 2022	15	11	0	26
Apr 2022	19	20	2	41
May 2022	23	22	4	49
Jun 2022	6	16	1	23
Jul 2022	10	12	0	22
Aug 2022	18	12	1	31
Sep 2022	27	20	0	47
Oct 2022	13	15	0	28
Nov 2022	20	9	2	31
Dec 2022	25	16	0	41
Jan 2023	17	20	1	38
Feb 2023	26	15	0	41
Mar 2023	57	33	18	108
Apr 2023	6	13	0	19
May 2023	22	16	6	44
Jun 2023	6	12	1	19
Jul 2023	10	7	1	18
Aug 2023	14	12	3	29
Sep 2023	9	9	0	18
Oct 2023	45	14	0	59
Nov 2023	190	12	3	205
Dec 2023	15	17	1	33
Jan 2024	27	18	2	47
Feb 2024	19	22	1	42
Mar 2024	17	14	1	32
Apr 2024	38	13	3	54
May 2024	35	19	1	55
Jun 2024	54	19	2	75
Jul 2024	26	21	4	51
Aug 2024	36	8	2	46
Sep 2024	21	11	1	33
Oct 2024	23	15	1	39
Nov 2024	20	15	1	36
Dec 2024	24	18	1	43
Jan 2025	23	24	0	47
Feb 2025	45	17	1	63
Mar 2025	32	15	0	47
Apr 2025	20	23	0	43
May 2025	53	16	2	71
Jun 2025	47	14	1	62
Jul 2025	33	20	0	53
Aug 2025	25	15	4	44
Sep 2025	47	20	2	69
Oct 2025	48	34	1	83
Nov 2025	21	14	0	35

Latest update: 14 Nov 2025

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Short summary

A new pan-European map of soil erosion is presented following a novel extension of the RUSLE model (e-RUSLE) designed for data-poor regional assessment and for identifying areas in Europe where to concentrate efforts for preventing soil degradation. e-RUSLE exploits the array-based semantics of a multiplicity of factors (semantic array programming). A climatic ensemble of an array of erosivity equations is considered along with a new factor for better considering soil stoniness within the model.