On the nature of rainfall intermittency as revealed  by different metrics and sampling approaches

Mascaro, G.; Deidda, R.; Hellies, M.

doi:10.5194/hess-17-355-2013

Articles | Volume 17, issue 1

https://doi.org/10.5194/hess-17-355-2013

© Author(s) 2013. This work is distributed under
the Creative Commons Attribution 3.0 License.

Special issue:

Precipitation uncertainty and variability: observations, ensemble...

https://doi.org/10.5194/hess-17-355-2013

© Author(s) 2013. This work is distributed under
the Creative Commons Attribution 3.0 License.

Articles | Volume 17, issue 1

Research article

| Highlight paper

|

29 Jan 2013

Research article | Highlight paper |

| 29 Jan 2013

On the nature of rainfall intermittency as revealed by different metrics and sampling approaches

G. Mascaro, R. Deidda, and M. Hellies

Viewed

Total article views: 6,536 (including HTML, PDF, and XML)

HTML	PDF	XML	Total	BibTeX	EndNote
3,994	2,340	202	6,536	174	174

HTML: 3,994
PDF: 2,340
XML: 202
Total: 6,536
BibTeX: 174
EndNote: 174

Views and downloads (calculated since 01 Feb 2013, article published on 03 Sep 2012)

Month	HTML	PDF	XML	Total
Feb 2013	70	73	7	150
Mar 2013	30	67	7	104
Apr 2013	27	46	3	76
May 2013	12	33	7	52
Jun 2013	10	27	3	40
Jul 2013	14	31	1	46
Aug 2013	16	14	1	31
Sep 2013	9	25	2	36
Oct 2013	16	32	4	52
Nov 2013	9	24	0	33
Dec 2013	17	28	2	47
Jan 2014	22	32	4	58
Feb 2014	10	30	7	47
Mar 2014	31	13	6	50
Apr 2014	13	30	5	48
May 2014	12	34	1	47
Jun 2014	10	25	2	37
Jul 2014	13	27	2	42
Aug 2014	13	31	1	45
Sep 2014	12	36	0	48
Oct 2014	9	26	2	37
Nov 2014	8	18	0	26
Dec 2014	8	23	4	35
Jan 2015	10	12	1	23
Feb 2015	10	7	1	18
Mar 2015	16	20	0	36
Apr 2015	20	15	0	35
May 2015	3	19	0	22
Jun 2015	28	9	0	37
Jul 2015	20	10	2	32
Aug 2015	8	13	0	21
Sep 2015	11	16	0	27
Oct 2015	15	15	1	31
Nov 2015	19	7	1	27
Dec 2015	4	20	0	24
Jan 2016	20	22	0	42
Feb 2016	22	21	4	47
Mar 2016	34	18	0	52
Apr 2016	11	7	0	18
May 2016	12	10	0	22
Jun 2016	8	2	0	10
Jul 2016	12	14	2	28
Aug 2016	11	13	0	24
Sep 2016	10	5	0	15
Oct 2016	9	2	1	12
Nov 2016	7	4	0	11
Dec 2016	3	3	0	6
Jan 2017	13	6	1	20
Feb 2017	10	4	1	15
Mar 2017	21	6	2	29
Apr 2017	23	7	1	31
May 2017	24	8	2	34
Jun 2017	19	8	2	29
Jul 2017	9	4	0	13
Aug 2017	9	9	0	18
Sep 2017	9	8	0	17
Oct 2017	7	10	0	17
Nov 2017	6	6	0	12
Dec 2017	6	14	0	20
Jan 2018	6	27	1	34
Feb 2018	7	6	1	14
Mar 2018	12	9	0	21
Apr 2018	5	7	0	12
May 2018	9	27	0	36
Jun 2018	8	29	0	37
Jul 2018	9	17	0	26
Aug 2018	14	15	0	29
Sep 2018	8	13	1	22
Oct 2018	20	16	1	37
Nov 2018	12	9	1	22
Dec 2018	15	13	1	29
Jan 2019	7	4	1	12
Feb 2019	7	7	0	14
Mar 2019	21	6	0	27
Apr 2019	32	6	0	38
May 2019	32	11	0	43
Jun 2019	29	13	2	44
Jul 2019	38	6	0	44
Aug 2019	34	14	0	48
Sep 2019	35	6	1	42
Oct 2019	40	11	1	52
Nov 2019	33	10	0	43
Dec 2019	32	8	1	41
Jan 2020	37	11	2	50
Feb 2020	32	17	0	49
Mar 2020	54	6	1	61
Apr 2020	64	6	0	70
May 2020	72	8	0	80
Jun 2020	64	7	1	72
Jul 2020	77	26	17	120
Aug 2020	40	10	5	55
Sep 2020	33	11	0	44
Oct 2020	23	11	1	35
Nov 2020	35	8	0	43
Dec 2020	35	16	0	51
Jan 2021	63	12	0	75
Feb 2021	51	9	0	60
Mar 2021	49	19	0	68
Apr 2021	40	11	0	51
May 2021	40	10	0	50
Jun 2021	34	8	0	42
Jul 2021	38	10	0	48
Aug 2021	44	7	0	51
Sep 2021	38	12	0	50
Oct 2021	40	35	0	75
Nov 2021	40	16	0	56
Dec 2021	57	15	0	72
Jan 2022	50	15	1	66
Feb 2022	31	9	1	41
Mar 2022	45	14	0	59
Apr 2022	48	15	1	64
May 2022	41	7	1	49
Jun 2022	30	5	0	35
Jul 2022	40	8	1	49
Aug 2022	48	6	0	54
Sep 2022	43	14	0	57
Oct 2022	47	12	2	61
Nov 2022	68	30	1	99
Dec 2022	55	28	2	85
Jan 2023	71	33	6	110
Feb 2023	54	22	2	78
Mar 2023	54	21	0	75
Apr 2023	41	9	1	51
May 2023	38	13	0	51
Jun 2023	50	17	2	69
Jul 2023	55	18	4	77
Aug 2023	47	13	2	62
Sep 2023	43	15	0	58
Oct 2023	59	21	4	84
Nov 2023	33	11	0	44
Dec 2023	28	14	2	44
Jan 2024	20	14	0	34
Feb 2024	25	19	1	45
Mar 2024	22	10	1	33
Apr 2024	27	12	5	44
May 2024	14	7	6	27
Jun 2024	17	6	2	25
Jul 2024	18	8	6	32
Aug 2024	23	11	0	34
Sep 2024	5	7	0	12
Oct 2024	12	10	0	22
Nov 2024	8	5	0	13
Dec 2024	10	12	1	23
Jan 2025	16	9	0	25
Feb 2025	25	10	1	36
Mar 2025	11	11	3	25
Apr 2025	16	20	0	36
May 2025	22	9	1	32
Jun 2025	37	15	1	53
Jul 2025	21	16	0	37
Aug 2025	12	15	2	29
Sep 2025	27	20	2	49
Oct 2025	28	19	1	48
Nov 2025	24	15	4	43

Cumulative views and downloads (calculated since 01 Feb 2013, article published on 03 Sep 2012)

Month	HTML	PDF	XML	Total
Feb 2013	70	73	7	150
Mar 2013	30	67	7	104
Apr 2013	27	46	3	76
May 2013	12	33	7	52
Jun 2013	10	27	3	40
Jul 2013	14	31	1	46
Aug 2013	16	14	1	31
Sep 2013	9	25	2	36
Oct 2013	16	32	4	52
Nov 2013	9	24	0	33
Dec 2013	17	28	2	47
Jan 2014	22	32	4	58
Feb 2014	10	30	7	47
Mar 2014	31	13	6	50
Apr 2014	13	30	5	48
May 2014	12	34	1	47
Jun 2014	10	25	2	37
Jul 2014	13	27	2	42
Aug 2014	13	31	1	45
Sep 2014	12	36	0	48
Oct 2014	9	26	2	37
Nov 2014	8	18	0	26
Dec 2014	8	23	4	35
Jan 2015	10	12	1	23
Feb 2015	10	7	1	18
Mar 2015	16	20	0	36
Apr 2015	20	15	0	35
May 2015	3	19	0	22
Jun 2015	28	9	0	37
Jul 2015	20	10	2	32
Aug 2015	8	13	0	21
Sep 2015	11	16	0	27
Oct 2015	15	15	1	31
Nov 2015	19	7	1	27
Dec 2015	4	20	0	24
Jan 2016	20	22	0	42
Feb 2016	22	21	4	47
Mar 2016	34	18	0	52
Apr 2016	11	7	0	18
May 2016	12	10	0	22
Jun 2016	8	2	0	10
Jul 2016	12	14	2	28
Aug 2016	11	13	0	24
Sep 2016	10	5	0	15
Oct 2016	9	2	1	12
Nov 2016	7	4	0	11
Dec 2016	3	3	0	6
Jan 2017	13	6	1	20
Feb 2017	10	4	1	15
Mar 2017	21	6	2	29
Apr 2017	23	7	1	31
May 2017	24	8	2	34
Jun 2017	19	8	2	29
Jul 2017	9	4	0	13
Aug 2017	9	9	0	18
Sep 2017	9	8	0	17
Oct 2017	7	10	0	17
Nov 2017	6	6	0	12
Dec 2017	6	14	0	20
Jan 2018	6	27	1	34
Feb 2018	7	6	1	14
Mar 2018	12	9	0	21
Apr 2018	5	7	0	12
May 2018	9	27	0	36
Jun 2018	8	29	0	37
Jul 2018	9	17	0	26
Aug 2018	14	15	0	29
Sep 2018	8	13	1	22
Oct 2018	20	16	1	37
Nov 2018	12	9	1	22
Dec 2018	15	13	1	29
Jan 2019	7	4	1	12
Feb 2019	7	7	0	14
Mar 2019	21	6	0	27
Apr 2019	32	6	0	38
May 2019	32	11	0	43
Jun 2019	29	13	2	44
Jul 2019	38	6	0	44
Aug 2019	34	14	0	48
Sep 2019	35	6	1	42
Oct 2019	40	11	1	52
Nov 2019	33	10	0	43
Dec 2019	32	8	1	41
Jan 2020	37	11	2	50
Feb 2020	32	17	0	49
Mar 2020	54	6	1	61
Apr 2020	64	6	0	70
May 2020	72	8	0	80
Jun 2020	64	7	1	72
Jul 2020	77	26	17	120
Aug 2020	40	10	5	55
Sep 2020	33	11	0	44
Oct 2020	23	11	1	35
Nov 2020	35	8	0	43
Dec 2020	35	16	0	51
Jan 2021	63	12	0	75
Feb 2021	51	9	0	60
Mar 2021	49	19	0	68
Apr 2021	40	11	0	51
May 2021	40	10	0	50
Jun 2021	34	8	0	42
Jul 2021	38	10	0	48
Aug 2021	44	7	0	51
Sep 2021	38	12	0	50
Oct 2021	40	35	0	75
Nov 2021	40	16	0	56
Dec 2021	57	15	0	72
Jan 2022	50	15	1	66
Feb 2022	31	9	1	41
Mar 2022	45	14	0	59
Apr 2022	48	15	1	64
May 2022	41	7	1	49
Jun 2022	30	5	0	35
Jul 2022	40	8	1	49
Aug 2022	48	6	0	54
Sep 2022	43	14	0	57
Oct 2022	47	12	2	61
Nov 2022	68	30	1	99
Dec 2022	55	28	2	85
Jan 2023	71	33	6	110
Feb 2023	54	22	2	78
Mar 2023	54	21	0	75
Apr 2023	41	9	1	51
May 2023	38	13	0	51
Jun 2023	50	17	2	69
Jul 2023	55	18	4	77
Aug 2023	47	13	2	62
Sep 2023	43	15	0	58
Oct 2023	59	21	4	84
Nov 2023	33	11	0	44
Dec 2023	28	14	2	44
Jan 2024	20	14	0	34
Feb 2024	25	19	1	45
Mar 2024	22	10	1	33
Apr 2024	27	12	5	44
May 2024	14	7	6	27
Jun 2024	17	6	2	25
Jul 2024	18	8	6	32
Aug 2024	23	11	0	34
Sep 2024	5	7	0	12
Oct 2024	12	10	0	22
Nov 2024	8	5	0	13
Dec 2024	10	12	1	23
Jan 2025	16	9	0	25
Feb 2025	25	10	1	36
Mar 2025	11	11	3	25
Apr 2025	16	20	0	36
May 2025	22	9	1	32
Jun 2025	37	15	1	53
Jul 2025	21	16	0	37
Aug 2025	12	15	2	29
Sep 2025	27	20	2	49
Oct 2025	28	19	1	48
Nov 2025	24	15	4	43

Latest update: 22 Nov 2025