Atmospheric Cluster Dynamics Code: a flexible method for solution of the birth-death equations

McGrath, M. J.; Olenius, T.; Ortega, I. K.; Loukonen, V.; Paasonen, P.; Kurtén, T.; Kulmala, M.; Vehkamäki, H.

doi:10.5194/acp-12-2345-2012

Articles | Volume 12, issue 5

https://doi.org/10.5194/acp-12-2345-2012

© Author(s) 2012. This work is distributed under
the Creative Commons Attribution 3.0 License.

https://doi.org/10.5194/acp-12-2345-2012

© Author(s) 2012. This work is distributed under
the Creative Commons Attribution 3.0 License.

Articles | Volume 12, issue 5

Research article

|

02 Mar 2012

Research article |

| 02 Mar 2012

Atmospheric Cluster Dynamics Code: a flexible method for solution of the birth-death equations

M. J. McGrath, T. Olenius, I. K. Ortega, V. Loukonen, P. Paasonen, T. Kurtén, M. Kulmala, and H. Vehkamäki

Viewed

Total article views: 7,838 (including HTML, PDF, and XML)

HTML	PDF	XML	Total	BibTeX	EndNote
4,785	2,852	201	7,838	230	257

HTML: 4,785
PDF: 2,852
XML: 201
Total: 7,838
BibTeX: 230
EndNote: 257

Views and downloads (calculated since 01 Feb 2013, article published on 09 Sep 2011)

Month	HTML	PDF	XML	Total
Feb 2013	29	22	7	58
Mar 2013	22	30	3	55
Apr 2013	23	18	4	45
May 2013	8	24	0	32
Jun 2013	12	24	1	37
Jul 2013	6	22	1	29
Aug 2013	18	19	2	39
Sep 2013	11	20	0	31
Oct 2013	26	40	2	68
Nov 2013	18	31	0	49
Dec 2013	17	16	0	33
Jan 2014	10	18	0	28
Feb 2014	38	32	4	74
Mar 2014	46	26	1	73
Apr 2014	25	28	1	54
May 2014	25	30	1	56
Jun 2014	21	24	1	46
Jul 2014	23	32	4	59
Aug 2014	21	25	7	53
Sep 2014	35	35	2	72
Oct 2014	12	33	0	45
Nov 2014	15	31	0	46
Dec 2014	13	31	0	44
Jan 2015	17	29	0	46
Feb 2015	17	10	0	27
Mar 2015	20	5	1	26
Apr 2015	38	10	1	49
May 2015	14	11	0	25
Jun 2015	36	11	1	48
Jul 2015	25	12	1	38
Aug 2015	23	20	1	44
Sep 2015	7	10	1	18
Oct 2015	25	9	0	34
Nov 2015	30	10	7	47
Dec 2015	11	11	2	24
Jan 2016	28	18	4	50
Feb 2016	18	12	0	30
Mar 2016	21	7	0	28
Apr 2016	15	6	0	21
May 2016	13	7	1	21
Jun 2016	10	3	0	13
Jul 2016	9	3	12
Aug 2016	12	6	0	18
Sep 2016	10	6	0	16
Oct 2016	7	4	0	11
Nov 2016	13	9	0	22
Dec 2016	11	4	0	15
Jan 2017	16	7	0	23
Feb 2017	13	4	0	17
Mar 2017	20	5	2	27
Apr 2017	18	7	0	25
May 2017	32	10	0	42
Jun 2017	22	17	0	39
Jul 2017	24	14	0	38
Aug 2017	8	13	1	22
Sep 2017	10	7	1	18
Oct 2017	13	13	1	27
Nov 2017	15	15	0	30
Dec 2017	7	8	0	15
Jan 2018	9	13	0	22
Feb 2018	7	6	0	13
Mar 2018	16	24	1	41
Apr 2018	23	18	0	41
May 2018	11	11	0	22
Jun 2018	9	9	1	19
Jul 2018	18	22	0	40
Aug 2018	13	15	0	28
Sep 2018	24	22	0	46
Oct 2018	24	27	1	52
Nov 2018	15	20	0	35
Dec 2018	20	17	1	38
Jan 2019	14	15	2	31
Feb 2019	8	15	0	23
Mar 2019	16	15	1	32
Apr 2019	8	14	0	22
May 2019	5	10	0	15
Jun 2019	14	14	0	28
Jul 2019	7	7	1	15
Aug 2019	4	7	0	11
Sep 2019	9	7	0	16
Oct 2019	12	12	2	26
Nov 2019	20	15	0	35
Dec 2019	13	10	0	23
Jan 2020	11	8	1	20
Feb 2020	5	10	0	15
Mar 2020	14	10	0	24
Apr 2020	7	13	0	20
May 2020	10	3	0	13
Jun 2020	21	9	2	32
Jul 2020	16	10	3	29
Aug 2020	26	11	7	44
Sep 2020	14	9	1	24
Oct 2020	11	9	0	20
Nov 2020	13	2	0	15
Dec 2020	20	13	0	33
Jan 2021	44	19	0	63
Feb 2021	27	26	1	54
Mar 2021	29	30	0	59
Apr 2021	9	22	0	31
May 2021	21	17	1	39
Jun 2021	21	9	0	30
Jul 2021	18	16	2	36
Aug 2021	17	23	1	41
Sep 2021	18	24	0	42
Oct 2021	23	44	1	68
Nov 2021	24	27	0	51
Dec 2021	16	12	3	31
Jan 2022	25	17	1	43
Feb 2022	21	16	3	40
Mar 2022	20	18	0	38
Apr 2022	27	18	2	47
May 2022	17	18	0	35
Jun 2022	14	14	1	29
Jul 2022	7	3	0	10
Aug 2022	23	16	0	39
Sep 2022	16	12	0	28
Oct 2022	14	11	1	26
Nov 2022	22	12	1	35
Dec 2022	20	15	2	37
Jan 2023	20	19	1	40
Feb 2023	22	16	1	39
Mar 2023	25	40	2	67
Apr 2023	27	28	1	56
May 2023	35	31	2	68
Jun 2023	45	12	1	58
Jul 2023	56	17	0	73
Aug 2023	68	17	4	89
Sep 2023	89	18	2	109
Oct 2023	166	22	3	191
Nov 2023	135	26	3	164
Dec 2023	71	15	1	87
Jan 2024	67	17	0	84
Feb 2024	61	21	3	85
Mar 2024	131	57	1	189
Apr 2024	100	23	4	127
May 2024	93	56	5	154
Jun 2024	83	39	2	124
Jul 2024	62	24	4	90
Aug 2024	67	19	3	89
Sep 2024	39	7	0	46
Oct 2024	64	14	0	78
Nov 2024	80	16	3	99
Dec 2024	52	30	2	84
Jan 2025	62	20	0	82
Feb 2025	64	19	1	84
Mar 2025	69	23	1	93
Apr 2025	61	17	0	78
May 2025	76	18	2	96
Jun 2025	93	16	1	110
Jul 2025	71	21	1	93
Aug 2025	78	14	2	94
Sep 2025	72	22	3	97
Oct 2025	70	35	1	106
Nov 2025	72	34	5	111
Dec 2025	65	31	3	99
Jan 2026	77	50	11	138
Feb 2026	66	38	4	108
Mar 2026	49	58	5	112

Cumulative views and downloads (calculated since 01 Feb 2013, article published on 09 Sep 2011)

Month	HTML	PDF	XML	Total
Feb 2013	29	22	7	58
Mar 2013	22	30	3	55
Apr 2013	23	18	4	45
May 2013	8	24	0	32
Jun 2013	12	24	1	37
Jul 2013	6	22	1	29
Aug 2013	18	19	2	39
Sep 2013	11	20	0	31
Oct 2013	26	40	2	68
Nov 2013	18	31	0	49
Dec 2013	17	16	0	33
Jan 2014	10	18	0	28
Feb 2014	38	32	4	74
Mar 2014	46	26	1	73
Apr 2014	25	28	1	54
May 2014	25	30	1	56
Jun 2014	21	24	1	46
Jul 2014	23	32	4	59
Aug 2014	21	25	7	53
Sep 2014	35	35	2	72
Oct 2014	12	33	0	45
Nov 2014	15	31	0	46
Dec 2014	13	31	0	44
Jan 2015	17	29	0	46
Feb 2015	17	10	0	27
Mar 2015	20	5	1	26
Apr 2015	38	10	1	49
May 2015	14	11	0	25
Jun 2015	36	11	1	48
Jul 2015	25	12	1	38
Aug 2015	23	20	1	44
Sep 2015	7	10	1	18
Oct 2015	25	9	0	34
Nov 2015	30	10	7	47
Dec 2015	11	11	2	24
Jan 2016	28	18	4	50
Feb 2016	18	12	0	30
Mar 2016	21	7	0	28
Apr 2016	15	6	0	21
May 2016	13	7	1	21
Jun 2016	10	3	0	13
Jul 2016	9	3	12
Aug 2016	12	6	0	18
Sep 2016	10	6	0	16
Oct 2016	7	4	0	11
Nov 2016	13	9	0	22
Dec 2016	11	4	0	15
Jan 2017	16	7	0	23
Feb 2017	13	4	0	17
Mar 2017	20	5	2	27
Apr 2017	18	7	0	25
May 2017	32	10	0	42
Jun 2017	22	17	0	39
Jul 2017	24	14	0	38
Aug 2017	8	13	1	22
Sep 2017	10	7	1	18
Oct 2017	13	13	1	27
Nov 2017	15	15	0	30
Dec 2017	7	8	0	15
Jan 2018	9	13	0	22
Feb 2018	7	6	0	13
Mar 2018	16	24	1	41
Apr 2018	23	18	0	41
May 2018	11	11	0	22
Jun 2018	9	9	1	19
Jul 2018	18	22	0	40
Aug 2018	13	15	0	28
Sep 2018	24	22	0	46
Oct 2018	24	27	1	52
Nov 2018	15	20	0	35
Dec 2018	20	17	1	38
Jan 2019	14	15	2	31
Feb 2019	8	15	0	23
Mar 2019	16	15	1	32
Apr 2019	8	14	0	22
May 2019	5	10	0	15
Jun 2019	14	14	0	28
Jul 2019	7	7	1	15
Aug 2019	4	7	0	11
Sep 2019	9	7	0	16
Oct 2019	12	12	2	26
Nov 2019	20	15	0	35
Dec 2019	13	10	0	23
Jan 2020	11	8	1	20
Feb 2020	5	10	0	15
Mar 2020	14	10	0	24
Apr 2020	7	13	0	20
May 2020	10	3	0	13
Jun 2020	21	9	2	32
Jul 2020	16	10	3	29
Aug 2020	26	11	7	44
Sep 2020	14	9	1	24
Oct 2020	11	9	0	20
Nov 2020	13	2	0	15
Dec 2020	20	13	0	33
Jan 2021	44	19	0	63
Feb 2021	27	26	1	54
Mar 2021	29	30	0	59
Apr 2021	9	22	0	31
May 2021	21	17	1	39
Jun 2021	21	9	0	30
Jul 2021	18	16	2	36
Aug 2021	17	23	1	41
Sep 2021	18	24	0	42
Oct 2021	23	44	1	68
Nov 2021	24	27	0	51
Dec 2021	16	12	3	31
Jan 2022	25	17	1	43
Feb 2022	21	16	3	40
Mar 2022	20	18	0	38
Apr 2022	27	18	2	47
May 2022	17	18	0	35
Jun 2022	14	14	1	29
Jul 2022	7	3	0	10
Aug 2022	23	16	0	39
Sep 2022	16	12	0	28
Oct 2022	14	11	1	26
Nov 2022	22	12	1	35
Dec 2022	20	15	2	37
Jan 2023	20	19	1	40
Feb 2023	22	16	1	39
Mar 2023	25	40	2	67
Apr 2023	27	28	1	56
May 2023	35	31	2	68
Jun 2023	45	12	1	58
Jul 2023	56	17	0	73
Aug 2023	68	17	4	89
Sep 2023	89	18	2	109
Oct 2023	166	22	3	191
Nov 2023	135	26	3	164
Dec 2023	71	15	1	87
Jan 2024	67	17	0	84
Feb 2024	61	21	3	85
Mar 2024	131	57	1	189
Apr 2024	100	23	4	127
May 2024	93	56	5	154
Jun 2024	83	39	2	124
Jul 2024	62	24	4	90
Aug 2024	67	19	3	89
Sep 2024	39	7	0	46
Oct 2024	64	14	0	78
Nov 2024	80	16	3	99
Dec 2024	52	30	2	84
Jan 2025	62	20	0	82
Feb 2025	64	19	1	84
Mar 2025	69	23	1	93
Apr 2025	61	17	0	78
May 2025	76	18	2	96
Jun 2025	93	16	1	110
Jul 2025	71	21	1	93
Aug 2025	78	14	2	94
Sep 2025	72	22	3	97
Oct 2025	70	35	1	106
Nov 2025	72	34	5	111
Dec 2025	65	31	3	99
Jan 2026	77	50	11	138
Feb 2026	66	38	4	108
Mar 2026	49	58	5	112

Latest update: 31 Mar 2026