Comparing sensitivity analysis methods to advance lumped watershed model identification and evaluation

Tang, Y.; Reed, P.; Wagener, T.; van Werkhoven, K.

doi:10.5194/hess-11-793-2007

Articles | Volume 11, issue 2

https://doi.org/10.5194/hess-11-793-2007

© Author(s) 2007. This work is licensed under
the Creative Commons Attribution-NonCommercial-ShareAlike 2.5 License.

https://doi.org/10.5194/hess-11-793-2007

© Author(s) 2007. This work is licensed under
the Creative Commons Attribution-NonCommercial-ShareAlike 2.5 License.

Articles | Volume 11, issue 2

05 Feb 2007

| 05 Feb 2007

Comparing sensitivity analysis methods to advance lumped watershed model identification and evaluation

Y. Tang, P. Reed, T. Wagener, and K. van Werkhoven

Viewed

Total article views: 11,065 (including HTML, PDF, and XML)

HTML	PDF	XML	Total	BibTeX	EndNote
4,194	6,625	246	11,065	214	224

HTML: 4,194
PDF: 6,625
XML: 246
Total: 11,065
BibTeX: 214
EndNote: 224

Views and downloads (calculated since 01 Feb 2013, article published on 01 Nov 2006)

Month	HTML	PDF	XML	Total
Feb 2013	32	1,217	3	1,252
Mar 2013	27	1,138	1	1,166
Apr 2013	124	420	1	545
May 2013	21	34	2	57
Jun 2013	28	41	0	69
Jul 2013	20	41	1	62
Aug 2013	19	14	0	33
Sep 2013	28	38	4	70
Oct 2013	36	53	0	89
Nov 2013	32	49	4	85
Dec 2013	28	53	5	86
Jan 2014	14	66	5	85
Feb 2014	31	73	7	111
Mar 2014	54	113	7	174
Apr 2014	22	69	2	93
May 2014	29	81	0	110
Jun 2014	10	91	1	102
Jul 2014	21	72	3	96
Aug 2014	20	59	5	84
Sep 2014	26	111	2	139
Oct 2014	16	60	2	78
Nov 2014	23	50	3	76
Dec 2014	23	63	5	91
Jan 2015	21	26	0	47
Feb 2015	10	14	0	24
Mar 2015	27	14	0	41
Apr 2015	28	15	1	44
May 2015	12	30	0	42
Jun 2015	34	18	1	53
Jul 2015	30	18	1	49
Aug 2015	24	30	2	56
Sep 2015	15	14	6	35
Oct 2015	24	23	0	47
Nov 2015	34	20	0	54
Dec 2015	13	23	0	36
Jan 2016	17	25	0	42
Feb 2016	30	22	2	54
Mar 2016	18	18	16	52
Apr 2016	17	15	3	35
May 2016	11	17	0	28
Jun 2016	15	17	0	32
Jul 2016	12	14	3	29
Aug 2016	15	10	0	25
Sep 2016	14	7	1	22
Oct 2016	10	5	4	19
Nov 2016	11	12	7	30
Dec 2016	10	13	0	23
Jan 2017	7	10	0	17
Feb 2017	6	9	1	16
Mar 2017	18	24	1	43
Apr 2017	19	26	0	45
May 2017	26	35	1	62
Jun 2017	35	21	2	58
Jul 2017	25	21	0	46
Aug 2017	5	18	0	23
Sep 2017	8	15	0	23
Oct 2017	10	8	0	18
Nov 2017	12	16	0	28
Dec 2017	12	15	0	27
Jan 2018	7	10	0	17
Feb 2018	24	8	3	35
Mar 2018	8	11	0	19
Apr 2018	10	11	0	21
May 2018	17	14	0	31
Jun 2018	10	6	1	17
Jul 2018	12	13	0	25
Aug 2018	14	11	0	25
Sep 2018	21	11	0	32
Oct 2018	24	14	1	39
Nov 2018	21	18	0	39
Dec 2018	8	10	1	19
Jan 2019	6	7	1	14
Feb 2019	12	7	0	19
Mar 2019	10	11	0	21
Apr 2019	9	17	0	26
May 2019	11	6	0	17
Jun 2019	14	19	0	33
Jul 2019	14	10	0	24
Aug 2019	14	11	0	25
Sep 2019	11	6	0	17
Oct 2019	7	4	2	13
Nov 2019	16	9	0	25
Dec 2019	7	5	1	13
Jan 2020	13	6	2	21
Feb 2020	12	7	1	20
Mar 2020	12	15	0	27
Apr 2020	10	17	0	27
May 2020	4	20	0	24
Jun 2020	17	22	0	39
Jul 2020	33	37	18	88
Aug 2020	10	17	6	33
Sep 2020	9	12	0	21
Oct 2020	17	24	1	42
Nov 2020	25	19	0	44
Dec 2020	15	15	0	30
Jan 2021	29	19	1	49
Feb 2021	23	17	0	40
Mar 2021	17	13	0	30
Apr 2021	16	23	0	39
May 2021	25	20	1	46
Jun 2021	22	22	0	44
Jul 2021	32	28	0	60
Aug 2021	18	12	0	30
Sep 2021	26	14	0	40
Oct 2021	25	53	0	78
Nov 2021	26	24	0	50
Dec 2021	32	20	1	53
Jan 2022	37	26	2	65
Feb 2022	35	17	1	53
Mar 2022	44	21	0	65
Apr 2022	23	15	1	39
May 2022	33	14	1	48
Jun 2022	35	14	1	50
Jul 2022	33	14	0	47
Aug 2022	46	16	1	63
Sep 2022	37	11	0	48
Oct 2022	32	18	1	51
Nov 2022	29	21	0	50
Dec 2022	36	10	0	46
Jan 2023	46	37	5	88
Feb 2023	39	16	0	55
Mar 2023	50	42	0	92
Apr 2023	43	27	1	71
May 2023	38	20	2	60
Jun 2023	38	25	2	65
Jul 2023	39	20	3	62
Aug 2023	45	23	3	71
Sep 2023	36	24	1	61
Oct 2023	79	32	4	115
Nov 2023	31	12	1	44
Dec 2023	38	19	1	58
Jan 2024	38	21	1	60
Feb 2024	32	30	2	64
Mar 2024	25	26	3	54
Apr 2024	50	27	2	79
May 2024	60	32	1	93
Jun 2024	53	32	5	90
Jul 2024	34	41	4	79
Aug 2024	46	26	5	77
Sep 2024	20	32	4	56
Oct 2024	36	33	0	69
Nov 2024	46	19	3	68
Dec 2024	28	22	7	57
Jan 2025	38	28	1	67
Feb 2025	52	18	0	70
Mar 2025	47	17	0	64
Apr 2025	48	29	0	77
May 2025	50	16	1	67
Jun 2025	56	24	1	81
Jul 2025	50	20	1	71
Aug 2025	30	40	2	72
Sep 2025	34	32	1	67
Oct 2025	38	40	2	80
Nov 2025	63	54	5	122
Dec 2025	72	44	2	118
Jan 2026	88	47	5	140
Feb 2026	24	12	1	37

Cumulative views and downloads (calculated since 01 Feb 2013, article published on 01 Nov 2006)

Month	HTML	PDF	XML	Total
Feb 2013	32	1,217	3	1,252
Mar 2013	27	1,138	1	1,166
Apr 2013	124	420	1	545
May 2013	21	34	2	57
Jun 2013	28	41	0	69
Jul 2013	20	41	1	62
Aug 2013	19	14	0	33
Sep 2013	28	38	4	70
Oct 2013	36	53	0	89
Nov 2013	32	49	4	85
Dec 2013	28	53	5	86
Jan 2014	14	66	5	85
Feb 2014	31	73	7	111
Mar 2014	54	113	7	174
Apr 2014	22	69	2	93
May 2014	29	81	0	110
Jun 2014	10	91	1	102
Jul 2014	21	72	3	96
Aug 2014	20	59	5	84
Sep 2014	26	111	2	139
Oct 2014	16	60	2	78
Nov 2014	23	50	3	76
Dec 2014	23	63	5	91
Jan 2015	21	26	0	47
Feb 2015	10	14	0	24
Mar 2015	27	14	0	41
Apr 2015	28	15	1	44
May 2015	12	30	0	42
Jun 2015	34	18	1	53
Jul 2015	30	18	1	49
Aug 2015	24	30	2	56
Sep 2015	15	14	6	35
Oct 2015	24	23	0	47
Nov 2015	34	20	0	54
Dec 2015	13	23	0	36
Jan 2016	17	25	0	42
Feb 2016	30	22	2	54
Mar 2016	18	18	16	52
Apr 2016	17	15	3	35
May 2016	11	17	0	28
Jun 2016	15	17	0	32
Jul 2016	12	14	3	29
Aug 2016	15	10	0	25
Sep 2016	14	7	1	22
Oct 2016	10	5	4	19
Nov 2016	11	12	7	30
Dec 2016	10	13	0	23
Jan 2017	7	10	0	17
Feb 2017	6	9	1	16
Mar 2017	18	24	1	43
Apr 2017	19	26	0	45
May 2017	26	35	1	62
Jun 2017	35	21	2	58
Jul 2017	25	21	0	46
Aug 2017	5	18	0	23
Sep 2017	8	15	0	23
Oct 2017	10	8	0	18
Nov 2017	12	16	0	28
Dec 2017	12	15	0	27
Jan 2018	7	10	0	17
Feb 2018	24	8	3	35
Mar 2018	8	11	0	19
Apr 2018	10	11	0	21
May 2018	17	14	0	31
Jun 2018	10	6	1	17
Jul 2018	12	13	0	25
Aug 2018	14	11	0	25
Sep 2018	21	11	0	32
Oct 2018	24	14	1	39
Nov 2018	21	18	0	39
Dec 2018	8	10	1	19
Jan 2019	6	7	1	14
Feb 2019	12	7	0	19
Mar 2019	10	11	0	21
Apr 2019	9	17	0	26
May 2019	11	6	0	17
Jun 2019	14	19	0	33
Jul 2019	14	10	0	24
Aug 2019	14	11	0	25
Sep 2019	11	6	0	17
Oct 2019	7	4	2	13
Nov 2019	16	9	0	25
Dec 2019	7	5	1	13
Jan 2020	13	6	2	21
Feb 2020	12	7	1	20
Mar 2020	12	15	0	27
Apr 2020	10	17	0	27
May 2020	4	20	0	24
Jun 2020	17	22	0	39
Jul 2020	33	37	18	88
Aug 2020	10	17	6	33
Sep 2020	9	12	0	21
Oct 2020	17	24	1	42
Nov 2020	25	19	0	44
Dec 2020	15	15	0	30
Jan 2021	29	19	1	49
Feb 2021	23	17	0	40
Mar 2021	17	13	0	30
Apr 2021	16	23	0	39
May 2021	25	20	1	46
Jun 2021	22	22	0	44
Jul 2021	32	28	0	60
Aug 2021	18	12	0	30
Sep 2021	26	14	0	40
Oct 2021	25	53	0	78
Nov 2021	26	24	0	50
Dec 2021	32	20	1	53
Jan 2022	37	26	2	65
Feb 2022	35	17	1	53
Mar 2022	44	21	0	65
Apr 2022	23	15	1	39
May 2022	33	14	1	48
Jun 2022	35	14	1	50
Jul 2022	33	14	0	47
Aug 2022	46	16	1	63
Sep 2022	37	11	0	48
Oct 2022	32	18	1	51
Nov 2022	29	21	0	50
Dec 2022	36	10	0	46
Jan 2023	46	37	5	88
Feb 2023	39	16	0	55
Mar 2023	50	42	0	92
Apr 2023	43	27	1	71
May 2023	38	20	2	60
Jun 2023	38	25	2	65
Jul 2023	39	20	3	62
Aug 2023	45	23	3	71
Sep 2023	36	24	1	61
Oct 2023	79	32	4	115
Nov 2023	31	12	1	44
Dec 2023	38	19	1	58
Jan 2024	38	21	1	60
Feb 2024	32	30	2	64
Mar 2024	25	26	3	54
Apr 2024	50	27	2	79
May 2024	60	32	1	93
Jun 2024	53	32	5	90
Jul 2024	34	41	4	79
Aug 2024	46	26	5	77
Sep 2024	20	32	4	56
Oct 2024	36	33	0	69
Nov 2024	46	19	3	68
Dec 2024	28	22	7	57
Jan 2025	38	28	1	67
Feb 2025	52	18	0	70
Mar 2025	47	17	0	64
Apr 2025	48	29	0	77
May 2025	50	16	1	67
Jun 2025	56	24	1	81
Jul 2025	50	20	1	71
Aug 2025	30	40	2	72
Sep 2025	34	32	1	67
Oct 2025	38	40	2	80
Nov 2025	63	54	5	122
Dec 2025	72	44	2	118
Jan 2026	88	47	5	140
Feb 2026	24	12	1	37

Latest update: 10 Feb 2026