divand-1.0: <i>n</i>-dimensional variational data analysis for ocean observations

Barth, A.; Beckers, J.-M.; Troupin, C.; Alvera-Azcárate, A.; Vandenbulcke, L.

doi:10.5194/gmd-7-225-2014

Articles | Volume 7, issue 1

https://doi.org/10.5194/gmd-7-225-2014

© Author(s) 2014. This work is distributed under
the Creative Commons Attribution 3.0 License.

https://doi.org/10.5194/gmd-7-225-2014

© Author(s) 2014. This work is distributed under
the Creative Commons Attribution 3.0 License.

Articles | Volume 7, issue 1

Methods for assessment of models

|

29 Jan 2014

Methods for assessment of models |

| 29 Jan 2014

divand-1.0: n-dimensional variational data analysis for ocean observations

A. Barth, J.-M. Beckers, C. Troupin, A. Alvera-Azcárate, and L. Vandenbulcke

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Total article views: 9,724 (including HTML, PDF, and XML)

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Month	HTML	PDF	XML	Total
Jul 2013	21	12	2	35
Aug 2013	7	17	3	27
Sep 2013	8	19	4	31
Oct 2013	6	10	3	19
Nov 2013	8	8	2	18
Dec 2013	8	24	5	37
Jan 2014	43	20	4	67
Feb 2014	175	80	12	267
Mar 2014	147	70	16	233
Apr 2014	43	69	17	129
May 2014	47	29	8	84
Jun 2014	28	37	14	79
Jul 2014	59	74	51	184
Aug 2014	19	42	11	72
Sep 2014	17	29	6	52
Oct 2014	19	23	10	52
Nov 2014	19	38	3	60
Dec 2014	18	52	6	76
Jan 2015	8	33	0	41
Feb 2015	11	14	0	25
Mar 2015	8	5	2	15
Apr 2015	14	4	11	29
May 2015	7	7	1	15
Jun 2015	26	1	0	27
Jul 2015	23	4	2	29
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Sep 2015	11	41	0	52
Oct 2015	16	17	3	36
Nov 2015	23	20	0	43
Dec 2015	7	27	0	34
Jan 2016	25	39	0	64
Feb 2016	13	9	1	23
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May 2016	14	19	3	36
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Jan 2017	22	12	2	36
Feb 2017	18	13	4	35
Mar 2017	45	24	7	76
Apr 2017	40	26	5	71
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Jun 2017	36	22	6	64
Jul 2017	24	13	4	41
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Oct 2017	9	27	0	36
Nov 2017	19	17	1	37
Dec 2017	11	18	0	29
Jan 2018	13	22	0	35
Feb 2018	13	6	0	19
Mar 2018	13	13	0	26
Apr 2018	17	10	0	27
May 2018	17	14	0	31
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Oct 2018	19	22	1	42
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Jan 2019	16	13	0	29
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Mar 2019	11	15	0	26
Apr 2019	9	17	1	27
May 2019	13	14	0	27
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Jul 2019	18	23	0	41
Aug 2019	18	11	0	29
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Nov 2019	16	19	0	35
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Feb 2020	24	10	0	34
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May 2020	27	21	0	48
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Jul 2020	70	44	33	147
Aug 2020	17	10	2	29
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Oct 2020	32	19	0	51
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Mar 2021	35	25	1	61
Apr 2021	31	26	0	57
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Jun 2021	21	8	0	29
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Dec 2021	50	17	2	69
Jan 2022	27	20	0	47
Feb 2022	33	14	1	48
Mar 2022	49	16	0	65
Apr 2022	77	13	2	92
May 2022	57	11	0	68
Jun 2022	57	13	1	71
Jul 2022	56	16	0	72
Aug 2022	66	14	0	80
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Oct 2022	62	18	3	83
Nov 2022	103	21	0	124
Dec 2022	61	9	1	71
Jan 2023	79	38	1	118
Feb 2023	60	13	0	73
Mar 2023	73	18	0	91
Apr 2023	101	19	0	120
May 2023	65	21	1	87
Jun 2023	64	15	0	79
Jul 2023	60	9	1	70
Aug 2023	70	23	3	96
Sep 2023	105	32	1	138
Oct 2023	178	21	1	200
Nov 2023	155	5	0	160
Dec 2023	96	17	3	116
Jan 2024	105	20	2	127
Feb 2024	64	28	0	92
Mar 2024	126	23	2	151
Apr 2024	101	15	8	124
May 2024	89	17	7	113
Jun 2024	75	18	2	95
Jul 2024	42	21	3	66
Aug 2024	45	7	1	53
Sep 2024	47	22	0	69
Oct 2024	92	17	0	109
Nov 2024	116	16	1	133
Dec 2024	123	19	0	142
Jan 2025	144	24	0	168
Feb 2025	172	12	3	187
Mar 2025	95	21	0	116
Apr 2025	135	15	1	151
May 2025	165	18	0	183
Jun 2025	85	22	2	109
Jul 2025	76	20	2	98
Aug 2025	65	21	3	89
Sep 2025	78	22	4	104
Oct 2025	68	22	3	93
Nov 2025	53	24	6	83

Cumulative views and downloads (calculated since 23 Jul 2013)

Month	HTML	PDF	XML	Total
Jul 2013	21	12	2	35
Aug 2013	7	17	3	27
Sep 2013	8	19	4	31
Oct 2013	6	10	3	19
Nov 2013	8	8	2	18
Dec 2013	8	24	5	37
Jan 2014	43	20	4	67
Feb 2014	175	80	12	267
Mar 2014	147	70	16	233
Apr 2014	43	69	17	129
May 2014	47	29	8	84
Jun 2014	28	37	14	79
Jul 2014	59	74	51	184
Aug 2014	19	42	11	72
Sep 2014	17	29	6	52
Oct 2014	19	23	10	52
Nov 2014	19	38	3	60
Dec 2014	18	52	6	76
Jan 2015	8	33	0	41
Feb 2015	11	14	0	25
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Apr 2015	14	4	11	29
May 2015	7	7	1	15
Jun 2015	26	1	0	27
Jul 2015	23	4	2	29
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Sep 2015	11	41	0	52
Oct 2015	16	17	3	36
Nov 2015	23	20	0	43
Dec 2015	7	27	0	34
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Feb 2016	13	9	1	23
Mar 2016	20	21	0	41
Apr 2016	7	7	0	14
May 2016	14	19	3	36
Jun 2016	17	16	3	36
Jul 2016	15	6	8	29
Aug 2016	15	8	2	25
Sep 2016	14	28	3	45
Oct 2016	16	8	1	25
Nov 2016	14	5	0	19
Dec 2016	8	7	0	15
Jan 2017	22	12	2	36
Feb 2017	18	13	4	35
Mar 2017	45	24	7	76
Apr 2017	40	26	5	71
May 2017	32	20	5	57
Jun 2017	36	22	6	64
Jul 2017	24	13	4	41
Aug 2017	6	14	1	21
Sep 2017	13	18	0	31
Oct 2017	9	27	0	36
Nov 2017	19	17	1	37
Dec 2017	11	18	0	29
Jan 2018	13	22	0	35
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May 2018	17	14	0	31
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Jul 2019	18	23	0	41
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Mar 2020	12	22	1	35
Apr 2020	17	14	0	31
May 2020	27	21	0	48
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Aug 2020	17	10	2	29
Sep 2020	28	15	0	43
Oct 2020	32	19	0	51
Nov 2020	29	13	0	42
Dec 2020	27	21	0	48
Jan 2021	25	14	0	39
Feb 2021	27	18	0	45
Mar 2021	35	25	1	61
Apr 2021	31	26	0	57
May 2021	32	17	0	49
Jun 2021	21	8	0	29
Jul 2021	17	16	1	34
Aug 2021	17	22	0	39
Sep 2021	28	18	0	46
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Nov 2021	47	43	3	93
Dec 2021	50	17	2	69
Jan 2022	27	20	0	47
Feb 2022	33	14	1	48
Mar 2022	49	16	0	65
Apr 2022	77	13	2	92
May 2022	57	11	0	68
Jun 2022	57	13	1	71
Jul 2022	56	16	0	72
Aug 2022	66	14	0	80
Sep 2022	72	12	0	84
Oct 2022	62	18	3	83
Nov 2022	103	21	0	124
Dec 2022	61	9	1	71
Jan 2023	79	38	1	118
Feb 2023	60	13	0	73
Mar 2023	73	18	0	91
Apr 2023	101	19	0	120
May 2023	65	21	1	87
Jun 2023	64	15	0	79
Jul 2023	60	9	1	70
Aug 2023	70	23	3	96
Sep 2023	105	32	1	138
Oct 2023	178	21	1	200
Nov 2023	155	5	0	160
Dec 2023	96	17	3	116
Jan 2024	105	20	2	127
Feb 2024	64	28	0	92
Mar 2024	126	23	2	151
Apr 2024	101	15	8	124
May 2024	89	17	7	113
Jun 2024	75	18	2	95
Jul 2024	42	21	3	66
Aug 2024	45	7	1	53
Sep 2024	47	22	0	69
Oct 2024	92	17	0	109
Nov 2024	116	16	1	133
Dec 2024	123	19	0	142
Jan 2025	144	24	0	168
Feb 2025	172	12	3	187
Mar 2025	95	21	0	116
Apr 2025	135	15	1	151
May 2025	165	18	0	183
Jun 2025	85	22	2	109
Jul 2025	76	20	2	98
Aug 2025	65	21	3	89
Sep 2025	78	22	4	104
Oct 2025	68	22	3	93
Nov 2025	53	24	6	83

Latest update: 25 Nov 2025