A two-dimensional volatility basis set – Part 2: Diagnostics of organic-aerosol evolution

Donahue, N. M.; Kroll, J. H.; Pandis, S. N.; Robinson, A. L.

doi:10.5194/acp-12-615-2012

Articles | Volume 12, issue 2

https://doi.org/10.5194/acp-12-615-2012

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

https://doi.org/10.5194/acp-12-615-2012

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

Articles | Volume 12, issue 2

Research article

|

16 Jan 2012

Research article |

| 16 Jan 2012

A two-dimensional volatility basis set – Part 2: Diagnostics of organic-aerosol evolution

N. M. Donahue, J. H. Kroll, S. N. Pandis, and A. L. Robinson

Viewed

Total article views: 12,921 (including HTML, PDF, and XML)

HTML	PDF	XML	Total	BibTeX	EndNote
6,793	5,927	201	12,921	244	349

HTML: 6,793
PDF: 5,927
XML: 201
Total: 12,921
BibTeX: 244
EndNote: 349

Views and downloads (calculated since 01 Feb 2013, article published on 05 Sep 2011)

Month	HTML	PDF	XML	Total
Feb 2013	56	57	10	123
Mar 2013	42	41	0	83
Apr 2013	25	31	2	58
May 2013	19	36	2	57
Jun 2013	31	42	1	74
Jul 2013	57	32	1	90
Aug 2013	26	26	1	53
Sep 2013	39	29	1	69
Oct 2013	60	46	4	110
Nov 2013	40	39	0	79
Dec 2013	20	38	0	58
Jan 2014	36	40	3	79
Feb 2014	44	38	5	87
Mar 2014	65	36	0	101
Apr 2014	23	41	1	65
May 2014	19	150	8	177
Jun 2014	16	408	0	424
Jul 2014	31	136	0	167
Aug 2014	35	47	3	85
Sep 2014	24	45	0	69
Oct 2014	21	54	0	75
Nov 2014	17	55	0	72
Dec 2014	19	53	0	72
Jan 2015	15	32	1	48
Feb 2015	23	26	1	50
Mar 2015	25	10	2	37
Apr 2015	29	35	0	64
May 2015	15	33	0	48
Jun 2015	62	28	2	92
Jul 2015	54	30	1	85
Aug 2015	27	40	1	68
Sep 2015	16	32	0	48
Oct 2015	28	25	0	53
Nov 2015	49	24	3	76
Dec 2015	18	27	3	48
Jan 2016	43	33	1	77
Feb 2016	43	30	0	73
Mar 2016	35	30	1	66
Apr 2016	25	24	0	49
May 2016	29	22	1	52
Jun 2016	23	19	0	42
Jul 2016	16	11	4	31
Aug 2016	10	8	0	18
Sep 2016	9	5	0	14
Oct 2016	17	12	1	30
Nov 2016	11	10	0	21
Dec 2016	17	8	0	25
Jan 2017	32	16	2	50
Feb 2017	24	13	2	39
Mar 2017	46	33	2	81
Apr 2017	47	31	1	79
May 2017	60	40	3	103
Jun 2017	45	33	1	79
Jul 2017	18	14	0	32
Aug 2017	25	34	0	59
Sep 2017	35	44	1	80
Oct 2017	31	31	1	63
Nov 2017	36	41	2	79
Dec 2017	30	34	1	65
Jan 2018	35	36	0	71
Feb 2018	33	30	1	64
Mar 2018	36	37	0	73
Apr 2018	32	34	0	66
May 2018	46	52	1	99
Jun 2018	57	54	1	112
Jul 2018	46	41	1	88
Aug 2018	51	34	1	86
Sep 2018	51	37	0	88
Oct 2018	49	36	2	87
Nov 2018	49	34	1	84
Dec 2018	39	26	1	66
Jan 2019	33	41	1	75
Feb 2019	26	28	0	54
Mar 2019	45	28	1	74
Apr 2019	27	24	1	52
May 2019	35	29	1	65
Jun 2019	26	21	1	48
Jul 2019	21	21	0	42
Aug 2019	32	33	0	65
Sep 2019	27	27	0	54
Oct 2019	25	26	1	52
Nov 2019	25	33	0	58
Dec 2019	30	27	1	58
Jan 2020	35	19	1	55
Feb 2020	20	28	0	48
Mar 2020	18	32	0	50
Apr 2020	24	18	0	42
May 2020	44	35	0	79
Jun 2020	54	22	0	76
Jul 2020	34	27	6	67
Aug 2020	36	24	4	64
Sep 2020	37	20	0	57
Oct 2020	25	24	0	49
Nov 2020	34	33	1	68
Dec 2020	23	27	0	50
Jan 2021	60	67	0	127
Feb 2021	51	32	0	83
Mar 2021	41	30	0	71
Apr 2021	38	37	0	75
May 2021	52	42	1	95
Jun 2021	51	49	0	100
Jul 2021	35	44	1	80
Aug 2021	42	42	0	84
Sep 2021	32	52	0	84
Oct 2021	37	72	2	111
Nov 2021	42	70	0	112
Dec 2021	34	27	1	62
Jan 2022	35	27	1	63
Feb 2022	31	27	1	59
Mar 2022	46	48	0	94
Apr 2022	54	42	1	97
May 2022	22	29	0	51
Jun 2022	35	41	3	79
Jul 2022	40	26	0	66
Aug 2022	38	51	2	91
Sep 2022	36	28	1	65
Oct 2022	34	19	1	54
Nov 2022	54	53	1	108
Dec 2022	45	30	3	78
Jan 2023	52	39	3	94
Feb 2023	72	39	2	113
Mar 2023	106	79	0	185
Apr 2023	48	69	0	117
May 2023	71	61	0	132
Jun 2023	63	29	0	92
Jul 2023	71	43	0	114
Aug 2023	73	35	2	110
Sep 2023	86	46	0	132
Oct 2023	170	37	2	209
Nov 2023	116	24	1	141
Dec 2023	92	19	1	112
Jan 2024	94	98	2	194
Feb 2024	78	35	3	116
Mar 2024	101	54	5	160
Apr 2024	96	39	5	140
May 2024	63	53	6	122
Jun 2024	39	32	1	72
Jul 2024	61	38	3	102
Aug 2024	67	40	3	110
Sep 2024	50	31	0	81
Oct 2024	58	29	0	87
Nov 2024	43	22	2	67
Dec 2024	50	25	0	75
Jan 2025	68	38	0	106
Feb 2025	70	27	2	99
Mar 2025	72	27	4	103
Apr 2025	107	35	0	142
May 2025	103	30	3	136
Jun 2025	86	32	1	119
Jul 2025	70	40	3	113
Aug 2025	82	60	1	143
Sep 2025	84	33	14	131
Oct 2025	73	30	0	103
Nov 2025	80	38	5	123

Cumulative views and downloads (calculated since 01 Feb 2013, article published on 05 Sep 2011)

Month	HTML	PDF	XML	Total
Feb 2013	56	57	10	123
Mar 2013	42	41	0	83
Apr 2013	25	31	2	58
May 2013	19	36	2	57
Jun 2013	31	42	1	74
Jul 2013	57	32	1	90
Aug 2013	26	26	1	53
Sep 2013	39	29	1	69
Oct 2013	60	46	4	110
Nov 2013	40	39	0	79
Dec 2013	20	38	0	58
Jan 2014	36	40	3	79
Feb 2014	44	38	5	87
Mar 2014	65	36	0	101
Apr 2014	23	41	1	65
May 2014	19	150	8	177
Jun 2014	16	408	0	424
Jul 2014	31	136	0	167
Aug 2014	35	47	3	85
Sep 2014	24	45	0	69
Oct 2014	21	54	0	75
Nov 2014	17	55	0	72
Dec 2014	19	53	0	72
Jan 2015	15	32	1	48
Feb 2015	23	26	1	50
Mar 2015	25	10	2	37
Apr 2015	29	35	0	64
May 2015	15	33	0	48
Jun 2015	62	28	2	92
Jul 2015	54	30	1	85
Aug 2015	27	40	1	68
Sep 2015	16	32	0	48
Oct 2015	28	25	0	53
Nov 2015	49	24	3	76
Dec 2015	18	27	3	48
Jan 2016	43	33	1	77
Feb 2016	43	30	0	73
Mar 2016	35	30	1	66
Apr 2016	25	24	0	49
May 2016	29	22	1	52
Jun 2016	23	19	0	42
Jul 2016	16	11	4	31
Aug 2016	10	8	0	18
Sep 2016	9	5	0	14
Oct 2016	17	12	1	30
Nov 2016	11	10	0	21
Dec 2016	17	8	0	25
Jan 2017	32	16	2	50
Feb 2017	24	13	2	39
Mar 2017	46	33	2	81
Apr 2017	47	31	1	79
May 2017	60	40	3	103
Jun 2017	45	33	1	79
Jul 2017	18	14	0	32
Aug 2017	25	34	0	59
Sep 2017	35	44	1	80
Oct 2017	31	31	1	63
Nov 2017	36	41	2	79
Dec 2017	30	34	1	65
Jan 2018	35	36	0	71
Feb 2018	33	30	1	64
Mar 2018	36	37	0	73
Apr 2018	32	34	0	66
May 2018	46	52	1	99
Jun 2018	57	54	1	112
Jul 2018	46	41	1	88
Aug 2018	51	34	1	86
Sep 2018	51	37	0	88
Oct 2018	49	36	2	87
Nov 2018	49	34	1	84
Dec 2018	39	26	1	66
Jan 2019	33	41	1	75
Feb 2019	26	28	0	54
Mar 2019	45	28	1	74
Apr 2019	27	24	1	52
May 2019	35	29	1	65
Jun 2019	26	21	1	48
Jul 2019	21	21	0	42
Aug 2019	32	33	0	65
Sep 2019	27	27	0	54
Oct 2019	25	26	1	52
Nov 2019	25	33	0	58
Dec 2019	30	27	1	58
Jan 2020	35	19	1	55
Feb 2020	20	28	0	48
Mar 2020	18	32	0	50
Apr 2020	24	18	0	42
May 2020	44	35	0	79
Jun 2020	54	22	0	76
Jul 2020	34	27	6	67
Aug 2020	36	24	4	64
Sep 2020	37	20	0	57
Oct 2020	25	24	0	49
Nov 2020	34	33	1	68
Dec 2020	23	27	0	50
Jan 2021	60	67	0	127
Feb 2021	51	32	0	83
Mar 2021	41	30	0	71
Apr 2021	38	37	0	75
May 2021	52	42	1	95
Jun 2021	51	49	0	100
Jul 2021	35	44	1	80
Aug 2021	42	42	0	84
Sep 2021	32	52	0	84
Oct 2021	37	72	2	111
Nov 2021	42	70	0	112
Dec 2021	34	27	1	62
Jan 2022	35	27	1	63
Feb 2022	31	27	1	59
Mar 2022	46	48	0	94
Apr 2022	54	42	1	97
May 2022	22	29	0	51
Jun 2022	35	41	3	79
Jul 2022	40	26	0	66
Aug 2022	38	51	2	91
Sep 2022	36	28	1	65
Oct 2022	34	19	1	54
Nov 2022	54	53	1	108
Dec 2022	45	30	3	78
Jan 2023	52	39	3	94
Feb 2023	72	39	2	113
Mar 2023	106	79	0	185
Apr 2023	48	69	0	117
May 2023	71	61	0	132
Jun 2023	63	29	0	92
Jul 2023	71	43	0	114
Aug 2023	73	35	2	110
Sep 2023	86	46	0	132
Oct 2023	170	37	2	209
Nov 2023	116	24	1	141
Dec 2023	92	19	1	112
Jan 2024	94	98	2	194
Feb 2024	78	35	3	116
Mar 2024	101	54	5	160
Apr 2024	96	39	5	140
May 2024	63	53	6	122
Jun 2024	39	32	1	72
Jul 2024	61	38	3	102
Aug 2024	67	40	3	110
Sep 2024	50	31	0	81
Oct 2024	58	29	0	87
Nov 2024	43	22	2	67
Dec 2024	50	25	0	75
Jan 2025	68	38	0	106
Feb 2025	70	27	2	99
Mar 2025	72	27	4	103
Apr 2025	107	35	0	142
May 2025	103	30	3	136
Jun 2025	86	32	1	119
Jul 2025	70	40	3	113
Aug 2025	82	60	1	143
Sep 2025	84	33	14	131
Oct 2025	73	30	0	103
Nov 2025	80	38	5	123

Latest update: 27 Nov 2025