Mass-specific optical absorption coefficients and imaginary part of the complex refractive indices of mineral dust components measured by a multi-wavelength photoacoustic spectrometer

Utry, N.; Ajtai, T.; Pintér, M.; Tombácz, E.; Illés, E.; Bozóki, Z.; Szabó, G.

doi:10.5194/amt-8-401-2015

Articles | Volume 8, issue 1

https://doi.org/10.5194/amt-8-401-2015

© Author(s) 2015. This work is distributed under
the Creative Commons Attribution 3.0 License.

https://doi.org/10.5194/amt-8-401-2015

© Author(s) 2015. This work is distributed under
the Creative Commons Attribution 3.0 License.

Articles | Volume 8, issue 1

Research article

|

22 Jan 2015

Research article |

| 22 Jan 2015

Mass-specific optical absorption coefficients and imaginary part of the complex refractive indices of mineral dust components measured by a multi-wavelength photoacoustic spectrometer

N. Utry, T. Ajtai, M. Pintér, E. Tombácz, E. Illés, Z. Bozóki, and G. Szabó

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Month	HTML	PDF	XML	Total
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Dec 2014	38	31	1	70
Jan 2015	55	78	1	134
Feb 2015	29	27	1	57
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Jul 2015	29	10	2	41
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Sep 2023	42	18	1	61
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Nov 2023	24	2	1	27
Dec 2023	36	6	0	42
Jan 2024	41	14	1	56
Feb 2024	39	8	1	48
Mar 2024	49	17	7	73
Apr 2024	46	10	3	59
May 2024	14	19	6	39
Jun 2024	40	11	2	53
Jul 2024	18	10	3	31
Aug 2024	35	7	2	44
Sep 2024	6	6	0	12
Oct 2024	11	9	0	20
Nov 2024	21	17	2	40
Dec 2024	7	5	2	14
Jan 2025	12	14	1	27
Feb 2025	25	7	1	33
Mar 2025	18	13	1	32
Apr 2025	15	10	2	27
May 2025	17	11	1	29
Jun 2025	42	19	0	61
Jul 2025	27	17	2	46
Aug 2025	28	15	0	43
Sep 2025	17	31	2	50
Oct 2025	21	23	2	46
Nov 2025	28	33	4	65
Dec 2025	18	18	5	41
Jan 2026	37	13	10	60
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Cumulative views and downloads (calculated since 08 Sep 2014)

Month	HTML	PDF	XML	Total
Sep 2014	50	53	0	103
Oct 2014	19	24	3	46
Nov 2014	44	18	1	63
Dec 2014	38	31	1	70
Jan 2015	55	78	1	134
Feb 2015	29	27	1	57
Mar 2015	28	29	19	76
Apr 2015	31	12	2	45
May 2015	16	15	3	34
Jun 2015	22	10	0	32
Jul 2015	29	10	2	41
Aug 2015	7	13	0	20
Sep 2015	17	9	0	26
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Nov 2015	18	10	0	28
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Aug 2022	9	11	0	20
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Oct 2022	7	11	1	19
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Dec 2022	7	9	1	17
Jan 2023	12	10	0	22
Feb 2023	20	10	1	31
Mar 2023	23	14	1	38
Apr 2023	7	11	0	18
May 2023	39	13	2	54
Jun 2023	37	12	0	49
Jul 2023	38	7	0	45
Aug 2023	40	10	1	51
Sep 2023	42	18	1	61
Oct 2023	44	14	1	59
Nov 2023	24	2	1	27
Dec 2023	36	6	0	42
Jan 2024	41	14	1	56
Feb 2024	39	8	1	48
Mar 2024	49	17	7	73
Apr 2024	46	10	3	59
May 2024	14	19	6	39
Jun 2024	40	11	2	53
Jul 2024	18	10	3	31
Aug 2024	35	7	2	44
Sep 2024	6	6	0	12
Oct 2024	11	9	0	20
Nov 2024	21	17	2	40
Dec 2024	7	5	2	14
Jan 2025	12	14	1	27
Feb 2025	25	7	1	33
Mar 2025	18	13	1	32
Apr 2025	15	10	2	27
May 2025	17	11	1	29
Jun 2025	42	19	0	61
Jul 2025	27	17	2	46
Aug 2025	28	15	0	43
Sep 2025	17	31	2	50
Oct 2025	21	23	2	46
Nov 2025	28	33	4	65
Dec 2025	18	18	5	41
Jan 2026	37	13	10	60
Feb 2026	1	1	2

Latest update: 04 Feb 2026