Technical Note: Method of Morris effectively reduces the computational  demands of global sensitivity analysis for distributed watershed models

Herman, J. D.; Kollat, J. B.; Reed, P. M.; Wagener, T.

doi:10.5194/hess-17-2893-2013

Articles | Volume 17, issue 7

https://doi.org/10.5194/hess-17-2893-2013

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

https://doi.org/10.5194/hess-17-2893-2013

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

Articles | Volume 17, issue 7

Technical note

|

24 Jul 2013

Technical note |

| 24 Jul 2013

Technical Note: Method of Morris effectively reduces the computational demands of global sensitivity analysis for distributed watershed models

J. D. Herman, J. B. Kollat, P. M. Reed, and T. Wagener

Viewed

Total article views: 9,277 (including HTML, PDF, and XML)

HTML	PDF	XML	Total	BibTeX	EndNote
4,554	4,249	474	9,277	220	222

HTML: 4,554
PDF: 4,249
XML: 474
Total: 9,277
BibTeX: 220
EndNote: 222

Views and downloads (calculated since 05 Apr 2013)

Month	HTML	PDF	XML	Total
Apr 2013	71	72	3	146
May 2013	19	29	3	51
Jun 2013	19	20	0	39
Jul 2013	93	63	0	156
Aug 2013	53	57	4	114
Sep 2013	23	35	2	60
Oct 2013	50	78	4	132
Nov 2013	32	41	0	73
Dec 2013	27	50	2	79
Jan 2014	40	46	8	94
Feb 2014	40	43	9	92
Mar 2014	63	32	6	101
Apr 2014	56	39	5	100
May 2014	32	57	4	93
Jun 2014	34	34	0	68
Jul 2014	33	32	1	66
Aug 2014	30	41	2	73
Sep 2014	24	49	0	73
Oct 2014	29	46	0	75
Nov 2014	23	44	0	67
Dec 2014	16	50	3	69
Jan 2015	10	22	0	32
Feb 2015	12	10	0	22
Mar 2015	22	14	0	36
Apr 2015	17	13	0	30
May 2015	6	18	0	24
Jun 2015	33	9	0	42
Jul 2015	27	16	1	44
Aug 2015	10	19	0	29
Sep 2015	14	12	10	36
Oct 2015	18	8	16	42
Nov 2015	23	13	0	36
Dec 2015	8	17	0	25
Jan 2016	17	10	0	27
Feb 2016	20	23	2	45
Mar 2016	27	17	13	57
Apr 2016	3	10	2	15
May 2016	7	7	0	14
Jun 2016	12	10	0	22
Jul 2016	11	12	2	25
Aug 2016	9	14	0	23
Sep 2016	12	9	0	21
Oct 2016	10	7	5	22
Nov 2016	10	2	5	17
Dec 2016	3	5	0	8
Jan 2017	20	11	1	32
Feb 2017	10	6	3	19
Mar 2017	21	11	5	37
Apr 2017	22	19	6	47
May 2017	20	11	5	36
Jun 2017	22	10	3	35
Jul 2017	13	11	2	26
Aug 2017	11	10	3	24
Sep 2017	11	12	6	29
Oct 2017	9	8	6	23
Nov 2017	10	17	7	34
Dec 2017	14	17	5	36
Jan 2018	4	11	3	18
Feb 2018	26	12	8	46
Mar 2018	11	15	8	34
Apr 2018	9	11	5	25
May 2018	9	13	4	26
Jun 2018	12	44	20	76
Jul 2018	14	17	9	40
Aug 2018	15	24	7	46
Sep 2018	15	24	7	46
Oct 2018	26	15	9	50
Nov 2018	16	16	13	45
Dec 2018	11	11	10	32
Jan 2019	10	40	6	56
Feb 2019	10	83	9	102
Mar 2019	8	107	7	122
Apr 2019	4	93	2	99
May 2019	9	85	6	100
Jun 2019	10	82	4	96
Jul 2019	15	85	8	108
Aug 2019	17	98	5	120
Sep 2019	14	97	0	111
Oct 2019	9	48	2	59
Nov 2019	13	16	1	30
Dec 2019	11	12	7	30
Jan 2020	12	25	15	52
Feb 2020	7	19	5	31
Mar 2020	12	16	3	31
Apr 2020	16	23	6	45
May 2020	11	18	1	30
Jun 2020	23	15	0	38
Jul 2020	33	27	16	76
Aug 2020	16	27	8	51
Sep 2020	18	13	0	31
Oct 2020	26	24	0	50
Nov 2020	20	19	0	39
Dec 2020	14	19	0	33
Jan 2021	31	47	1	79
Feb 2021	30	25	0	55
Mar 2021	20	34	0	54
Apr 2021	19	30	0	49
May 2021	26	20	0	46
Jun 2021	27	34	0	61
Jul 2021	23	27	0	50
Aug 2021	19	43	3	65
Sep 2021	23	20	2	45
Oct 2021	31	44	5	80
Nov 2021	37	35	2	74
Dec 2021	30	25	0	55
Jan 2022	48	31	1	80
Feb 2022	34	23	1	58
Mar 2022	32	21	2	55
Apr 2022	37	18	2	57
May 2022	27	28	1	56
Jun 2022	33	15	2	50
Jul 2022	21	17	0	38
Aug 2022	30	16	1	47
Sep 2022	40	10	0	50
Oct 2022	39	22	1	62
Nov 2022	56	24	0	80
Dec 2022	30	19	0	49
Jan 2023	46	37	5	88
Feb 2023	31	12	1	44
Mar 2023	68	28	0	96
Apr 2023	46	19	0	65
May 2023	51	25	0	76
Jun 2023	19	18	0	37
Jul 2023	27	24	3	54
Aug 2023	28	17	1	46
Sep 2023	35	16	1	52
Oct 2023	54	18	4	76
Nov 2023	26	4	0	30
Dec 2023	47	21	2	70
Jan 2024	32	18	0	50
Feb 2024	25	16	0	41
Mar 2024	32	32	0	64
Apr 2024	29	13	3	45
May 2024	38	23	5	66
Jun 2024	33	20	3	56
Jul 2024	31	11	3	45
Aug 2024	53	16	4	73
Sep 2024	37	21	0	58
Oct 2024	34	7	0	41
Nov 2024	16	10	2	28
Dec 2024	40	15	1	56
Jan 2025	36	27	4	67
Feb 2025	38	23	0	61
Mar 2025	53	27	3	83
Apr 2025	58	29	0	87
May 2025	56	15	3	74
Jun 2025	79	26	0	105
Jul 2025	70	26	1	97
Aug 2025	75	31	1	107
Sep 2025	66	25	1	92
Oct 2025	75	28	0	103
Nov 2025	63	29	3	95
Dec 2025	66	36	5	107
Jan 2026	262	90	12	364
Feb 2026	99	66	1	166

Cumulative views and downloads (calculated since 05 Apr 2013)

Month	HTML	PDF	XML	Total
Apr 2013	71	72	3	146
May 2013	19	29	3	51
Jun 2013	19	20	0	39
Jul 2013	93	63	0	156
Aug 2013	53	57	4	114
Sep 2013	23	35	2	60
Oct 2013	50	78	4	132
Nov 2013	32	41	0	73
Dec 2013	27	50	2	79
Jan 2014	40	46	8	94
Feb 2014	40	43	9	92
Mar 2014	63	32	6	101
Apr 2014	56	39	5	100
May 2014	32	57	4	93
Jun 2014	34	34	0	68
Jul 2014	33	32	1	66
Aug 2014	30	41	2	73
Sep 2014	24	49	0	73
Oct 2014	29	46	0	75
Nov 2014	23	44	0	67
Dec 2014	16	50	3	69
Jan 2015	10	22	0	32
Feb 2015	12	10	0	22
Mar 2015	22	14	0	36
Apr 2015	17	13	0	30
May 2015	6	18	0	24
Jun 2015	33	9	0	42
Jul 2015	27	16	1	44
Aug 2015	10	19	0	29
Sep 2015	14	12	10	36
Oct 2015	18	8	16	42
Nov 2015	23	13	0	36
Dec 2015	8	17	0	25
Jan 2016	17	10	0	27
Feb 2016	20	23	2	45
Mar 2016	27	17	13	57
Apr 2016	3	10	2	15
May 2016	7	7	0	14
Jun 2016	12	10	0	22
Jul 2016	11	12	2	25
Aug 2016	9	14	0	23
Sep 2016	12	9	0	21
Oct 2016	10	7	5	22
Nov 2016	10	2	5	17
Dec 2016	3	5	0	8
Jan 2017	20	11	1	32
Feb 2017	10	6	3	19
Mar 2017	21	11	5	37
Apr 2017	22	19	6	47
May 2017	20	11	5	36
Jun 2017	22	10	3	35
Jul 2017	13	11	2	26
Aug 2017	11	10	3	24
Sep 2017	11	12	6	29
Oct 2017	9	8	6	23
Nov 2017	10	17	7	34
Dec 2017	14	17	5	36
Jan 2018	4	11	3	18
Feb 2018	26	12	8	46
Mar 2018	11	15	8	34
Apr 2018	9	11	5	25
May 2018	9	13	4	26
Jun 2018	12	44	20	76
Jul 2018	14	17	9	40
Aug 2018	15	24	7	46
Sep 2018	15	24	7	46
Oct 2018	26	15	9	50
Nov 2018	16	16	13	45
Dec 2018	11	11	10	32
Jan 2019	10	40	6	56
Feb 2019	10	83	9	102
Mar 2019	8	107	7	122
Apr 2019	4	93	2	99
May 2019	9	85	6	100
Jun 2019	10	82	4	96
Jul 2019	15	85	8	108
Aug 2019	17	98	5	120
Sep 2019	14	97	0	111
Oct 2019	9	48	2	59
Nov 2019	13	16	1	30
Dec 2019	11	12	7	30
Jan 2020	12	25	15	52
Feb 2020	7	19	5	31
Mar 2020	12	16	3	31
Apr 2020	16	23	6	45
May 2020	11	18	1	30
Jun 2020	23	15	0	38
Jul 2020	33	27	16	76
Aug 2020	16	27	8	51
Sep 2020	18	13	0	31
Oct 2020	26	24	0	50
Nov 2020	20	19	0	39
Dec 2020	14	19	0	33
Jan 2021	31	47	1	79
Feb 2021	30	25	0	55
Mar 2021	20	34	0	54
Apr 2021	19	30	0	49
May 2021	26	20	0	46
Jun 2021	27	34	0	61
Jul 2021	23	27	0	50
Aug 2021	19	43	3	65
Sep 2021	23	20	2	45
Oct 2021	31	44	5	80
Nov 2021	37	35	2	74
Dec 2021	30	25	0	55
Jan 2022	48	31	1	80
Feb 2022	34	23	1	58
Mar 2022	32	21	2	55
Apr 2022	37	18	2	57
May 2022	27	28	1	56
Jun 2022	33	15	2	50
Jul 2022	21	17	0	38
Aug 2022	30	16	1	47
Sep 2022	40	10	0	50
Oct 2022	39	22	1	62
Nov 2022	56	24	0	80
Dec 2022	30	19	0	49
Jan 2023	46	37	5	88
Feb 2023	31	12	1	44
Mar 2023	68	28	0	96
Apr 2023	46	19	0	65
May 2023	51	25	0	76
Jun 2023	19	18	0	37
Jul 2023	27	24	3	54
Aug 2023	28	17	1	46
Sep 2023	35	16	1	52
Oct 2023	54	18	4	76
Nov 2023	26	4	0	30
Dec 2023	47	21	2	70
Jan 2024	32	18	0	50
Feb 2024	25	16	0	41
Mar 2024	32	32	0	64
Apr 2024	29	13	3	45
May 2024	38	23	5	66
Jun 2024	33	20	3	56
Jul 2024	31	11	3	45
Aug 2024	53	16	4	73
Sep 2024	37	21	0	58
Oct 2024	34	7	0	41
Nov 2024	16	10	2	28
Dec 2024	40	15	1	56
Jan 2025	36	27	4	67
Feb 2025	38	23	0	61
Mar 2025	53	27	3	83
Apr 2025	58	29	0	87
May 2025	56	15	3	74
Jun 2025	79	26	0	105
Jul 2025	70	26	1	97
Aug 2025	75	31	1	107
Sep 2025	66	25	1	92
Oct 2025	75	28	0	103
Nov 2025	63	29	3	95
Dec 2025	66	36	5	107
Jan 2026	262	90	12	364
Feb 2026	99	66	1	166

Latest update: 10 Feb 2026