Adjoint of the global Eulerian–Lagrangian coupled atmospheric transport  model (A-GELCA v1.0): development and validation

Belikov, Dmitry A.; Maksyutov, Shamil; Yaremchuk, Alexey; Ganshin, Alexander; Kaminski, Thomas; Blessing, Simon; Sasakawa, Motoki; Gomez-Pelaez, Angel J.; Starchenko, Alexander

doi:10.5194/gmd-9-749-2016

Articles | Volume 9, issue 2

https://doi.org/10.5194/gmd-9-749-2016

© Author(s) 2016. This work is distributed under
the Creative Commons Attribution 3.0 License.

https://doi.org/10.5194/gmd-9-749-2016

© Author(s) 2016. This work is distributed under
the Creative Commons Attribution 3.0 License.

Articles | Volume 9, issue 2

Model description paper

|

19 Feb 2016

Model description paper |

| 19 Feb 2016

Adjoint of the global Eulerian–Lagrangian coupled atmospheric transport model (A-GELCA v1.0): development and validation

Dmitry A. Belikov, Shamil Maksyutov, Alexey Yaremchuk, Alexander Ganshin, Thomas Kaminski, Simon Blessing, Motoki Sasakawa, Angel J. Gomez-Pelaez, and Alexander Starchenko

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Jul 2015	31	35	1	67
Aug 2015	22	47	1	70
Sep 2015	12	10	1	23
Oct 2015	7	4	0	11
Nov 2015	28	2	0	30
Dec 2015	19	5	0	24
Jan 2016	26	10	0	36
Feb 2016	145	41	2	188
Mar 2016	48	26	5	79
Apr 2016	16	7	5	28
May 2016	21	17	10	48
Jun 2016	21	13	5	39
Jul 2016	23	13	9	45
Aug 2016	16	10	5	31
Sep 2016	21	9	5	35
Oct 2016	20	14	6	40
Nov 2016	14	12	2	28
Dec 2016	22	14	10	46
Jan 2017	34	27	17	78
Feb 2017	26	20	11	57
Mar 2017	37	23	12	72
Apr 2017	46	25	13	84
May 2017	52	30	34	116
Jun 2017	35	17	25	77
Jul 2017	20	12	11	43
Aug 2017	12	15	7	34
Sep 2017	16	28	2	46
Oct 2017	10	20	1	31
Nov 2017	11	18	1	30
Dec 2017	19	22	4	45
Jan 2018	10	26	1	37
Feb 2018	19	22	2	43
Mar 2018	15	29	2	46
Apr 2018	10	23	1	34
May 2018	9	23	1	33
Jun 2018	15	24	2	41
Jul 2018	11	31	1	43
Aug 2018	17	33	0	50
Sep 2018	13	21	0	34
Oct 2018	12	35	1	48
Nov 2018	19	29	1	49
Dec 2018	11	26	3	40
Jan 2019	12	23	2	37
Feb 2019	9	14	2	25
Mar 2019	13	26	6	45
Apr 2019	12	19	3	34
May 2019	9	15	0	24
Jun 2019	15	22	1	38
Jul 2019	19	17	1	37
Aug 2019	14	23	2	39
Sep 2019	23	23	1	47
Oct 2019	17	33	5	55
Nov 2019	25	20	0	45
Dec 2019	17	31	3	51
Jan 2020	31	14	4	49
Feb 2020	41	38	1	80
Mar 2020	38	9	6	53
Apr 2020	14	3	1	18
May 2020	15	6	1	22
Jun 2020	21	25	1	47
Jul 2020	59	50	32	141
Aug 2020	18	5	2	25
Sep 2020	19	9	0	28
Oct 2020	14	8	0	22
Nov 2020	27	15	6	48
Dec 2020	21	17	7	45
Jan 2021	25	14	4	43
Feb 2021	21	3	1	25
Mar 2021	29	14	6	49
Apr 2021	17	24	10	51
May 2021	16	10	0	26
Jun 2021	14	14	2	30
Jul 2021	19	22	3	44
Aug 2021	17	11	3	31
Sep 2021	21	9	1	31
Oct 2021	15	35	2	52
Nov 2021	23	40	13	76
Dec 2021	20	10	5	35
Jan 2022	19	14	2	35
Feb 2022	18	18	6	42
Mar 2022	9	16	4	29
Apr 2022	33	8	2	43
May 2022	40	16	1	57
Jun 2022	39	3	2	44
Jul 2022	32	13	5	50
Aug 2022	55	16	14	85
Sep 2022	51	31	11	93
Oct 2022	53	9	1	63
Nov 2022	51	6	1	58
Dec 2022	39	9	1	49
Jan 2023	29	17	1	47
Feb 2023	48	10	0	58
Mar 2023	62	10	2	74
Apr 2023	39	7	0	46
May 2023	54	11	1	66
Jun 2023	64	8	0	72
Jul 2023	46	7	0	53
Aug 2023	50	8	1	59
Sep 2023	62	11	0	73
Oct 2023	127	9	3	139
Nov 2023	151	3	0	154
Dec 2023	48	4	3	55
Jan 2024	38	13	0	51
Feb 2024	38	6	0	44
Mar 2024	47	9	2	58
Apr 2024	49	14	5	68
May 2024	25	18	7	50
Jun 2024	20	13	2	35
Jul 2024	9	12	1	22
Aug 2024	31	8	4	43
Sep 2024	9	6	0	15
Oct 2024	26	10	0	36
Nov 2024	49	5	1	55
Dec 2024	24	26	1	51
Jan 2025	30	21	1	52
Feb 2025	40	8	7	55
Mar 2025	22	17	2	41
Apr 2025	26	15	1	42
May 2025	21	7	0	28
Jun 2025	42	23	1	66
Jul 2025	28	16	4	48
Aug 2025	46	38	3	87
Sep 2025	41	16	1	58
Oct 2025	31	17	2	50
Nov 2025	43	33	4	80
Dec 2025	25	29	2	56
Jan 2026	32	40	8	80

Cumulative views and downloads (calculated since 28 Jul 2015)

Month	HTML	PDF	XML	Total
Jul 2015	31	35	1	67
Aug 2015	22	47	1	70
Sep 2015	12	10	1	23
Oct 2015	7	4	0	11
Nov 2015	28	2	0	30
Dec 2015	19	5	0	24
Jan 2016	26	10	0	36
Feb 2016	145	41	2	188
Mar 2016	48	26	5	79
Apr 2016	16	7	5	28
May 2016	21	17	10	48
Jun 2016	21	13	5	39
Jul 2016	23	13	9	45
Aug 2016	16	10	5	31
Sep 2016	21	9	5	35
Oct 2016	20	14	6	40
Nov 2016	14	12	2	28
Dec 2016	22	14	10	46
Jan 2017	34	27	17	78
Feb 2017	26	20	11	57
Mar 2017	37	23	12	72
Apr 2017	46	25	13	84
May 2017	52	30	34	116
Jun 2017	35	17	25	77
Jul 2017	20	12	11	43
Aug 2017	12	15	7	34
Sep 2017	16	28	2	46
Oct 2017	10	20	1	31
Nov 2017	11	18	1	30
Dec 2017	19	22	4	45
Jan 2018	10	26	1	37
Feb 2018	19	22	2	43
Mar 2018	15	29	2	46
Apr 2018	10	23	1	34
May 2018	9	23	1	33
Jun 2018	15	24	2	41
Jul 2018	11	31	1	43
Aug 2018	17	33	0	50
Sep 2018	13	21	0	34
Oct 2018	12	35	1	48
Nov 2018	19	29	1	49
Dec 2018	11	26	3	40
Jan 2019	12	23	2	37
Feb 2019	9	14	2	25
Mar 2019	13	26	6	45
Apr 2019	12	19	3	34
May 2019	9	15	0	24
Jun 2019	15	22	1	38
Jul 2019	19	17	1	37
Aug 2019	14	23	2	39
Sep 2019	23	23	1	47
Oct 2019	17	33	5	55
Nov 2019	25	20	0	45
Dec 2019	17	31	3	51
Jan 2020	31	14	4	49
Feb 2020	41	38	1	80
Mar 2020	38	9	6	53
Apr 2020	14	3	1	18
May 2020	15	6	1	22
Jun 2020	21	25	1	47
Jul 2020	59	50	32	141
Aug 2020	18	5	2	25
Sep 2020	19	9	0	28
Oct 2020	14	8	0	22
Nov 2020	27	15	6	48
Dec 2020	21	17	7	45
Jan 2021	25	14	4	43
Feb 2021	21	3	1	25
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Apr 2021	17	24	10	51
May 2021	16	10	0	26
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Jul 2021	19	22	3	44
Aug 2021	17	11	3	31
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Oct 2021	15	35	2	52
Nov 2021	23	40	13	76
Dec 2021	20	10	5	35
Jan 2022	19	14	2	35
Feb 2022	18	18	6	42
Mar 2022	9	16	4	29
Apr 2022	33	8	2	43
May 2022	40	16	1	57
Jun 2022	39	3	2	44
Jul 2022	32	13	5	50
Aug 2022	55	16	14	85
Sep 2022	51	31	11	93
Oct 2022	53	9	1	63
Nov 2022	51	6	1	58
Dec 2022	39	9	1	49
Jan 2023	29	17	1	47
Feb 2023	48	10	0	58
Mar 2023	62	10	2	74
Apr 2023	39	7	0	46
May 2023	54	11	1	66
Jun 2023	64	8	0	72
Jul 2023	46	7	0	53
Aug 2023	50	8	1	59
Sep 2023	62	11	0	73
Oct 2023	127	9	3	139
Nov 2023	151	3	0	154
Dec 2023	48	4	3	55
Jan 2024	38	13	0	51
Feb 2024	38	6	0	44
Mar 2024	47	9	2	58
Apr 2024	49	14	5	68
May 2024	25	18	7	50
Jun 2024	20	13	2	35
Jul 2024	9	12	1	22
Aug 2024	31	8	4	43
Sep 2024	9	6	0	15
Oct 2024	26	10	0	36
Nov 2024	49	5	1	55
Dec 2024	24	26	1	51
Jan 2025	30	21	1	52
Feb 2025	40	8	7	55
Mar 2025	22	17	2	41
Apr 2025	26	15	1	42
May 2025	21	7	0	28
Jun 2025	42	23	1	66
Jul 2025	28	16	4	48
Aug 2025	46	38	3	87
Sep 2025	41	16	1	58
Oct 2025	31	17	2	50
Nov 2025	43	33	4	80
Dec 2025	25	29	2	56
Jan 2026	32	40	8	80

Latest update: 22 Jan 2026