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

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Total article views: 8,711 (including HTML, PDF, and XML)

HTML	PDF	XML	Total	BibTeX	EndNote
4,169	4,084	458	8,711	205	208

HTML: 4,169
PDF: 4,084
XML: 458
Total: 8,711
BibTeX: 205
EndNote: 208

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	42	27	2	71

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	42	27	2	71

Latest update: 21 Dec 2025