Eddy-covariance data with low signal-to-noise ratio: time-lag determination, uncertainties and limit of detection

Langford, B.; Acton, W.; Ammann, C.; Valach, A.; Nemitz, E.

doi:10.5194/amt-8-4197-2015

Articles | Volume 8, issue 10

https://doi.org/10.5194/amt-8-4197-2015

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

https://doi.org/10.5194/amt-8-4197-2015

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

Articles | Volume 8, issue 10

Research article

|

12 Oct 2015

Research article |

| 12 Oct 2015

Eddy-covariance data with low signal-to-noise ratio: time-lag determination, uncertainties and limit of detection

B. Langford, W. Acton, C. Ammann, A. Valach, and E. Nemitz

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Total article views: 5,743 (including HTML, PDF, and XML)

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BibTeX: 199
EndNote: 248

Views and downloads (calculated since 18 Mar 2015)

Month	HTML	PDF	XML	Total
Mar 2015	70	67	3	140
Apr 2015	48	35	3	86
May 2015	15	19	0	34
Jun 2015	17	14	0	31
Jul 2015	33	20	1	54
Aug 2015	27	18	3	48
Sep 2015	13	10	0	23
Oct 2015	117	75	4	196
Nov 2015	35	48	0	83
Dec 2015	17	48	2	67
Jan 2016	38	51	0	89
Feb 2016	20	65	1	86
Mar 2016	24	59	1	84
Apr 2016	5	23	0	28
May 2016	24	17	0	41
Jun 2016	9	9	2	20
Jul 2016	11	9	3	23
Aug 2016	14	5	0	19
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Oct 2016	12	9	0	21
Nov 2016	9	4	0	13
Dec 2016	4	5	0	9
Jan 2017	9	4	0	13
Feb 2017	7	2	0	9
Mar 2017	23	25	1	49
Apr 2017	24	33	1	58
May 2017	29	25	0	54
Jun 2017	20	7	0	27
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Apr 2023	17	15	0	32
May 2023	48	22	1	71
Jun 2023	48	20	3	71
Jul 2023	49	10	1	60
Aug 2023	44	15	7	66
Sep 2023	47	11	2	60
Oct 2023	58	18	4	80
Nov 2023	26	5	0	31
Dec 2023	49	6	1	56
Jan 2024	48	16	0	64
Feb 2024	44	15	0	59
Mar 2024	53	22	2	77
Apr 2024	58	20	7	85
May 2024	30	24	1	55
Jun 2024	62	18	4	84
Jul 2024	22	11	3	36
Aug 2024	58	5	2	65
Sep 2024	25	7	1	33
Oct 2024	30	10	2	42
Nov 2024	23	12	2	37
Dec 2024	19	10	3	32
Jan 2025	37	13	3	53
Feb 2025	40	19	2	61
Mar 2025	25	12	1	38
Apr 2025	43	24	1	68
May 2025	61	13	2	76
Jun 2025	54	16	1	71
Jul 2025	29	19	2	50
Aug 2025	63	14	2	79
Sep 2025	62	19	1	82
Oct 2025	35	28	4	67
Nov 2025	58	29	3	90
Dec 2025	54	26	6	86
Jan 2026	63	36	7	106
Feb 2026	52	32	3	87
Mar 2026	47	31	2	80

Cumulative views and downloads (calculated since 18 Mar 2015)

Month	HTML	PDF	XML	Total
Mar 2015	70	67	3	140
Apr 2015	48	35	3	86
May 2015	15	19	0	34
Jun 2015	17	14	0	31
Jul 2015	33	20	1	54
Aug 2015	27	18	3	48
Sep 2015	13	10	0	23
Oct 2015	117	75	4	196
Nov 2015	35	48	0	83
Dec 2015	17	48	2	67
Jan 2016	38	51	0	89
Feb 2016	20	65	1	86
Mar 2016	24	59	1	84
Apr 2016	5	23	0	28
May 2016	24	17	0	41
Jun 2016	9	9	2	20
Jul 2016	11	9	3	23
Aug 2016	14	5	0	19
Sep 2016	9	1	0	10
Oct 2016	12	9	0	21
Nov 2016	9	4	0	13
Dec 2016	4	5	0	9
Jan 2017	9	4	0	13
Feb 2017	7	2	0	9
Mar 2017	23	25	1	49
Apr 2017	24	33	1	58
May 2017	29	25	0	54
Jun 2017	20	7	0	27
Jul 2017	16	3	0	19
Aug 2017	5	55	1	61
Sep 2017	14	11	0	25
Oct 2017	2	5	0	7
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Apr 2018	8	13	0	21
May 2018	11	11	0	22
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Apr 2019	16	17	1	34
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Jun 2019	6	5	0	11
Jul 2019	9	13	0	22
Aug 2019	13	8	0	21
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Nov 2021	16	31	0	47
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Jan 2022	27	20	2	49
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Apr 2022	13	11	1	25
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Jul 2022	18	9	0	27
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Oct 2022	26	10	2	38
Nov 2022	21	19	0	40
Dec 2022	19	16	1	36
Jan 2023	23	21	2	46
Feb 2023	19	29	2	50
Mar 2023	34	22	2	58
Apr 2023	17	15	0	32
May 2023	48	22	1	71
Jun 2023	48	20	3	71
Jul 2023	49	10	1	60
Aug 2023	44	15	7	66
Sep 2023	47	11	2	60
Oct 2023	58	18	4	80
Nov 2023	26	5	0	31
Dec 2023	49	6	1	56
Jan 2024	48	16	0	64
Feb 2024	44	15	0	59
Mar 2024	53	22	2	77
Apr 2024	58	20	7	85
May 2024	30	24	1	55
Jun 2024	62	18	4	84
Jul 2024	22	11	3	36
Aug 2024	58	5	2	65
Sep 2024	25	7	1	33
Oct 2024	30	10	2	42
Nov 2024	23	12	2	37
Dec 2024	19	10	3	32
Jan 2025	37	13	3	53
Feb 2025	40	19	2	61
Mar 2025	25	12	1	38
Apr 2025	43	24	1	68
May 2025	61	13	2	76
Jun 2025	54	16	1	71
Jul 2025	29	19	2	50
Aug 2025	63	14	2	79
Sep 2025	62	19	1	82
Oct 2025	35	28	4	67
Nov 2025	58	29	3	90
Dec 2025	54	26	6	86
Jan 2026	63	36	7	106
Feb 2026	52	32	3	87
Mar 2026	47	31	2	80

Latest update: 24 Mar 2026