A bivariate return period based on copulas for hydrologic dam design: accounting for reservoir routing in risk estimation

Requena, A. I.; Mediero, L.; Garrote, L.

doi:10.5194/hess-17-3023-2013

Articles | Volume 17, issue 8

https://doi.org/10.5194/hess-17-3023-2013

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

Special issue:

Statistical methods for hydrological applications

https://doi.org/10.5194/hess-17-3023-2013

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

Articles | Volume 17, issue 8

Research article

|

01 Aug 2013

Research article |

| 01 Aug 2013

A bivariate return period based on copulas for hydrologic dam design: accounting for reservoir routing in risk estimation

A. I. Requena, L. Mediero, and L. Garrote

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Total article views: 38,909 (including HTML, PDF, and XML)

HTML	PDF	XML	Total	BibTeX	EndNote
3,793	34,875	241	38,909	181	193

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PDF: 34,875
XML: 241
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BibTeX: 181
EndNote: 193

Views and downloads (calculated since 01 Feb 2013)

Month	HTML	PDF	XML	Total
Feb 2013	11	29	3	43
Mar 2013	17	30	3	50
Apr 2013	22	25	2	49
May 2013	36	22	1	59
Jun 2013	39	21	4	64
Jul 2013	25	17	2	44
Aug 2013	94	66	2	162
Sep 2013	32	320	6	358
Oct 2013	74	16,303	7	16,384
Nov 2013	46	5,922	7	5,975
Dec 2013	43	4,263	5	4,311
Jan 2014	44	1,043	11	1,098
Feb 2014	58	1,159	8	1,225
Mar 2014	50	462	5	517
Apr 2014	57	272	5	334
May 2014	34	63	1	98
Jun 2014	17	50	3	70
Jul 2014	27	53	0	80
Aug 2014	49	69	1	119
Sep 2014	19	85	1	105
Oct 2014	23	60	5	88
Nov 2014	15	64	1	80
Dec 2014	28	78	5	111
Jan 2015	11	44	0	55
Feb 2015	15	11	0	26
Mar 2015	16	18	0	34
Apr 2015	23	13	1	37
May 2015	11	38	1	50
Jun 2015	32	6	0	38
Jul 2015	26	470	1	497
Aug 2015	15	737	0	752
Sep 2015	12	284	0	296
Oct 2015	26	250	0	276
Nov 2015	28	250	0	278
Dec 2015	11	152	0	163
Jan 2016	36	81	0	117
Feb 2016	29	18	2	49
Mar 2016	40	13	0	53
Apr 2016	10	247	0	257
May 2016	9	7	0	16
Jun 2016	7	11	0	18
Jul 2016	6	7	2	15
Aug 2016	9	8	0	17
Sep 2016	8	5	0	13
Oct 2016	10	4	1	15
Nov 2016	8	17	0	25
Dec 2016	1	19	0	20
Jan 2017	33	12	0	45
Feb 2017	31	16	2	49
Mar 2017	39	20	6	65
Apr 2017	39	12	5	56
May 2017	49	15	8	72
Jun 2017	56	21	8	85
Jul 2017	14	18	1	33
Aug 2017	12	15	1	28
Sep 2017	13	6	0	19
Oct 2017	9	7	0	16
Nov 2017	15	23	3	41
Dec 2017	9	16	1	26
Jan 2018	12	15	0	27
Feb 2018	23	21	2	46
Mar 2018	25	18	0	43
Apr 2018	13	13	1	27
May 2018	23	12	0	35
Jun 2018	16	13	1	30
Jul 2018	19	21	0	40
Aug 2018	18	11	1	30
Sep 2018	21	17	0	38
Oct 2018	22	29	0	51
Nov 2018	21	15	1	37
Dec 2018	28	22	0	50
Jan 2019	13	10	0	23
Feb 2019	7	8	0	15
Mar 2019	11	4	0	15
Apr 2019	8	5	0	13
May 2019	13	12	0	25
Jun 2019	15	24	1	40
Jul 2019	24	20	0	44
Aug 2019	7	10	0	17
Sep 2019	10	13	0	23
Oct 2019	21	16	2	39
Nov 2019	20	11	1	32
Dec 2019	9	8	1	18
Jan 2020	21	14	3	38
Feb 2020	10	5	1	16
Mar 2020	12	10	0	22
Apr 2020	16	9	0	25
May 2020	11	7	0	18
Jun 2020	16	11	1	28
Jul 2020	38	26	15	79
Aug 2020	11	9	6	26
Sep 2020	11	18	0	29
Oct 2020	14	11	1	26
Nov 2020	17	10	0	27
Dec 2020	11	12	0	23
Jan 2021	29	25	0	54
Feb 2021	20	14	0	34
Mar 2021	17	24	1	42
Apr 2021	14	19	0	33
May 2021	16	15	0	31
Jun 2021	14	11	0	25
Jul 2021	13	30	1	44
Aug 2021	5	6	0	11
Sep 2021	13	19	0	32
Oct 2021	14	49	0	63
Nov 2021	19	30	1	50
Dec 2021	18	11	0	29
Jan 2022	20	17	0	37
Feb 2022	13	17	1	31
Mar 2022	10	12	0	22
Apr 2022	17	14	3	34
May 2022	18	15	0	33
Jun 2022	8	10	0	18
Jul 2022	16	7	3	26
Aug 2022	19	14	0	33
Sep 2022	15	18	1	34
Oct 2022	12	15	1	28
Nov 2022	27	12	0	39
Dec 2022	24	13	3	40
Jan 2023	40	32	4	76
Feb 2023	35	16	1	52
Mar 2023	34	16	2	52
Apr 2023	17	26	1	44
May 2023	16	16	1	33
Jun 2023	12	13	0	25
Jul 2023	18	19	2	39
Aug 2023	11	10	4	25
Sep 2023	18	11	1	30
Oct 2023	137	13	1	151
Nov 2023	159	7	0	166
Dec 2023	27	34	2	63
Jan 2024	26	11	3	40
Feb 2024	14	16	1	31
Mar 2024	16	32	4	52
Apr 2024	18	7	3	28
May 2024	22	16	5	43
Jun 2024	23	12	1	36
Jul 2024	22	19	4	45
Aug 2024	61	5	0	66
Sep 2024	18	16	0	34
Oct 2024	17	10	0	27
Nov 2024	16	6	2	24
Dec 2024	19	15	2	36
Jan 2025	27	11	1	39
Feb 2025	43	14	1	58
Mar 2025	31	14	3	48
Apr 2025	26	27	2	55
May 2025	39	20	1	60
Jun 2025	64	28	0	92
Jul 2025	38	23	0	61
Aug 2025	47	29	2	78
Sep 2025	62	24	1	87
Oct 2025	45	25	2	72
Nov 2025	19	8	0	27

Cumulative views and downloads (calculated since 01 Feb 2013)

Month	HTML	PDF	XML	Total
Feb 2013	11	29	3	43
Mar 2013	17	30	3	50
Apr 2013	22	25	2	49
May 2013	36	22	1	59
Jun 2013	39	21	4	64
Jul 2013	25	17	2	44
Aug 2013	94	66	2	162
Sep 2013	32	320	6	358
Oct 2013	74	16,303	7	16,384
Nov 2013	46	5,922	7	5,975
Dec 2013	43	4,263	5	4,311
Jan 2014	44	1,043	11	1,098
Feb 2014	58	1,159	8	1,225
Mar 2014	50	462	5	517
Apr 2014	57	272	5	334
May 2014	34	63	1	98
Jun 2014	17	50	3	70
Jul 2014	27	53	0	80
Aug 2014	49	69	1	119
Sep 2014	19	85	1	105
Oct 2014	23	60	5	88
Nov 2014	15	64	1	80
Dec 2014	28	78	5	111
Jan 2015	11	44	0	55
Feb 2015	15	11	0	26
Mar 2015	16	18	0	34
Apr 2015	23	13	1	37
May 2015	11	38	1	50
Jun 2015	32	6	0	38
Jul 2015	26	470	1	497
Aug 2015	15	737	0	752
Sep 2015	12	284	0	296
Oct 2015	26	250	0	276
Nov 2015	28	250	0	278
Dec 2015	11	152	0	163
Jan 2016	36	81	0	117
Feb 2016	29	18	2	49
Mar 2016	40	13	0	53
Apr 2016	10	247	0	257
May 2016	9	7	0	16
Jun 2016	7	11	0	18
Jul 2016	6	7	2	15
Aug 2016	9	8	0	17
Sep 2016	8	5	0	13
Oct 2016	10	4	1	15
Nov 2016	8	17	0	25
Dec 2016	1	19	0	20
Jan 2017	33	12	0	45
Feb 2017	31	16	2	49
Mar 2017	39	20	6	65
Apr 2017	39	12	5	56
May 2017	49	15	8	72
Jun 2017	56	21	8	85
Jul 2017	14	18	1	33
Aug 2017	12	15	1	28
Sep 2017	13	6	0	19
Oct 2017	9	7	0	16
Nov 2017	15	23	3	41
Dec 2017	9	16	1	26
Jan 2018	12	15	0	27
Feb 2018	23	21	2	46
Mar 2018	25	18	0	43
Apr 2018	13	13	1	27
May 2018	23	12	0	35
Jun 2018	16	13	1	30
Jul 2018	19	21	0	40
Aug 2018	18	11	1	30
Sep 2018	21	17	0	38
Oct 2018	22	29	0	51
Nov 2018	21	15	1	37
Dec 2018	28	22	0	50
Jan 2019	13	10	0	23
Feb 2019	7	8	0	15
Mar 2019	11	4	0	15
Apr 2019	8	5	0	13
May 2019	13	12	0	25
Jun 2019	15	24	1	40
Jul 2019	24	20	0	44
Aug 2019	7	10	0	17
Sep 2019	10	13	0	23
Oct 2019	21	16	2	39
Nov 2019	20	11	1	32
Dec 2019	9	8	1	18
Jan 2020	21	14	3	38
Feb 2020	10	5	1	16
Mar 2020	12	10	0	22
Apr 2020	16	9	0	25
May 2020	11	7	0	18
Jun 2020	16	11	1	28
Jul 2020	38	26	15	79
Aug 2020	11	9	6	26
Sep 2020	11	18	0	29
Oct 2020	14	11	1	26
Nov 2020	17	10	0	27
Dec 2020	11	12	0	23
Jan 2021	29	25	0	54
Feb 2021	20	14	0	34
Mar 2021	17	24	1	42
Apr 2021	14	19	0	33
May 2021	16	15	0	31
Jun 2021	14	11	0	25
Jul 2021	13	30	1	44
Aug 2021	5	6	0	11
Sep 2021	13	19	0	32
Oct 2021	14	49	0	63
Nov 2021	19	30	1	50
Dec 2021	18	11	0	29
Jan 2022	20	17	0	37
Feb 2022	13	17	1	31
Mar 2022	10	12	0	22
Apr 2022	17	14	3	34
May 2022	18	15	0	33
Jun 2022	8	10	0	18
Jul 2022	16	7	3	26
Aug 2022	19	14	0	33
Sep 2022	15	18	1	34
Oct 2022	12	15	1	28
Nov 2022	27	12	0	39
Dec 2022	24	13	3	40
Jan 2023	40	32	4	76
Feb 2023	35	16	1	52
Mar 2023	34	16	2	52
Apr 2023	17	26	1	44
May 2023	16	16	1	33
Jun 2023	12	13	0	25
Jul 2023	18	19	2	39
Aug 2023	11	10	4	25
Sep 2023	18	11	1	30
Oct 2023	137	13	1	151
Nov 2023	159	7	0	166
Dec 2023	27	34	2	63
Jan 2024	26	11	3	40
Feb 2024	14	16	1	31
Mar 2024	16	32	4	52
Apr 2024	18	7	3	28
May 2024	22	16	5	43
Jun 2024	23	12	1	36
Jul 2024	22	19	4	45
Aug 2024	61	5	0	66
Sep 2024	18	16	0	34
Oct 2024	17	10	0	27
Nov 2024	16	6	2	24
Dec 2024	19	15	2	36
Jan 2025	27	11	1	39
Feb 2025	43	14	1	58
Mar 2025	31	14	3	48
Apr 2025	26	27	2	55
May 2025	39	20	1	60
Jun 2025	64	28	0	92
Jul 2025	38	23	0	61
Aug 2025	47	29	2	78
Sep 2025	62	24	1	87
Oct 2025	45	25	2	72
Nov 2025	19	8	0	27

Latest update: 13 Nov 2025