Evaluation of large-eddy simulations forced with mesoscale model output for a multi-week period during a measurement campaign

Heinze, Rieke; Moseley, Christopher; Böske, Lennart Nils; Muppa, Shravan Kumar; Maurer, Vera; Raasch, Siegfried; Stevens, Bjorn

doi:10.5194/acp-17-7083-2017

Articles | Volume 17, issue 11

https://doi.org/10.5194/acp-17-7083-2017

© Author(s) 2017. This work is distributed under
the Creative Commons Attribution 3.0 License.

Special issue:

HD(CP)² Observational Prototype Experiment (AMT/ACP...

https://doi.org/10.5194/acp-17-7083-2017

© Author(s) 2017. This work is distributed under
the Creative Commons Attribution 3.0 License.

Articles | Volume 17, issue 11

Research article

|

15 Jun 2017

Research article |

| 15 Jun 2017

Evaluation of large-eddy simulations forced with mesoscale model output for a multi-week period during a measurement campaign

Rieke Heinze, Christopher Moseley, Lennart Nils Böske, Shravan Kumar Muppa, Vera Maurer, Siegfried Raasch, and Bjorn Stevens

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Views and downloads (calculated since 14 Jun 2016)

Month	HTML	PDF	XML	Total
Jun 2016	54	33	3	90
Jul 2016	26	15	4	45
Aug 2016	20	13	1	34
Sep 2016	14	5	0	19
Oct 2016	15	10	3	28
Nov 2016	12	7	7	26
Dec 2016	12	6	0	18
Jan 2017	25	14	2	41
Feb 2017	25	9	1	35
Mar 2017	42	22	7	71
Apr 2017	56	16	8	80
May 2017	56	18	5	79
Jun 2017	223	78	11	312
Jul 2017	67	42	1	110
Aug 2017	30	31	0	61
Sep 2017	30	36	0	66
Oct 2017	33	24	1	58
Nov 2017	18	16	1	35
Dec 2017	17	22	1	40
Jan 2018	15	18	1	34
Feb 2018	14	10	0	24
Mar 2018	21	21	2	44
Apr 2018	12	21	1	34
May 2018	17	17	2	36
Jun 2018	13	16	0	29
Jul 2018	18	19	1	38
Aug 2018	18	18	1	37
Sep 2018	21	16	0	37
Oct 2018	11	23	4	38
Nov 2018	22	30	3	55
Dec 2018	13	13	1	27
Jan 2019	3	8	2	13
Feb 2019	9	9	1	19
Mar 2019	9	10	0	19
Apr 2019	9	14	1	24
May 2019	7	7	2	16
Jun 2019	10	7	2	19
Jul 2019	6	13	0	19
Aug 2019	4	16	0	20
Sep 2019	8	11	0	19
Oct 2019	13	20	2	35
Nov 2019	9	11	2	22
Dec 2019	12	15	0	27
Jan 2020	13	6	0	19
Feb 2020	7	6	2	15
Mar 2020	5	4	5	14
Apr 2020	7	8	1	16
May 2020	11	2	0	13
Jun 2020	10	11	4	25
Jul 2020	17	17	4	38
Aug 2020	12	8	3	23
Sep 2020	12	7	1	20
Oct 2020	12	5	1	18
Nov 2020	12	14	0	26
Dec 2020	8	9	2	19
Jan 2021	18	5	0	23
Feb 2021	16	13	0	29
Mar 2021	10	7	2	19
Apr 2021	29	19	1	49
May 2021	11	9	2	22
Jun 2021	8	9	0	17
Jul 2021	10	12	1	23
Aug 2021	13	13	4	30
Sep 2021	20	11	0	31
Oct 2021	12	41	1	54
Nov 2021	11	35	1	47
Dec 2021	13	10	3	26
Jan 2022	12	13	1	26
Feb 2022	14	17	0	31
Mar 2022	8	12	5	25
Apr 2022	15	12	2	29
May 2022	8	5	2	15
Jun 2022	9	8	4	21
Jul 2022	19	11	1	31
Aug 2022	14	10	1	25
Sep 2022	8	8	0	16
Oct 2022	12	6	6	24
Nov 2022	17	13	1	31
Dec 2022	7	7	0	14
Jan 2023	15	14	1	30
Feb 2023	24	5	1	30
Mar 2023	19	12	1	32
Apr 2023	20	5	0	25
May 2023	29	10	0	39
Jun 2023	41	5	1	47
Jul 2023	37	6	1	44
Aug 2023	37	5	2	44
Sep 2023	45	6	1	52
Oct 2023	50	9	3	62
Nov 2023	28	3	0	31
Dec 2023	55	13	2	70
Jan 2024	40	11	0	51
Feb 2024	38	12	2	52
Mar 2024	48	32	0	80
Apr 2024	36	25	4	65
May 2024	30	20	1	51
Jun 2024	15	12	2	29
Jul 2024	24	6	4	34
Aug 2024	25	8	4	37
Sep 2024	16	14	0	30
Oct 2024	32	9	0	41
Nov 2024	18	3	3	24
Dec 2024	15	28	2	45
Jan 2025	26	14	3	43
Feb 2025	34	25	1	60
Mar 2025	15	18	0	33
Apr 2025	24	22	3	49
May 2025	47	12	0	59
Jun 2025	45	14	5	64
Jul 2025	32	28	2	62
Aug 2025	42	23	1	66
Sep 2025	48	27	1	76
Oct 2025	32	36	1	69
Nov 2025	30	23	3	56

Cumulative views and downloads (calculated since 14 Jun 2016)

Month	HTML	PDF	XML	Total
Jun 2016	54	33	3	90
Jul 2016	26	15	4	45
Aug 2016	20	13	1	34
Sep 2016	14	5	0	19
Oct 2016	15	10	3	28
Nov 2016	12	7	7	26
Dec 2016	12	6	0	18
Jan 2017	25	14	2	41
Feb 2017	25	9	1	35
Mar 2017	42	22	7	71
Apr 2017	56	16	8	80
May 2017	56	18	5	79
Jun 2017	223	78	11	312
Jul 2017	67	42	1	110
Aug 2017	30	31	0	61
Sep 2017	30	36	0	66
Oct 2017	33	24	1	58
Nov 2017	18	16	1	35
Dec 2017	17	22	1	40
Jan 2018	15	18	1	34
Feb 2018	14	10	0	24
Mar 2018	21	21	2	44
Apr 2018	12	21	1	34
May 2018	17	17	2	36
Jun 2018	13	16	0	29
Jul 2018	18	19	1	38
Aug 2018	18	18	1	37
Sep 2018	21	16	0	37
Oct 2018	11	23	4	38
Nov 2018	22	30	3	55
Dec 2018	13	13	1	27
Jan 2019	3	8	2	13
Feb 2019	9	9	1	19
Mar 2019	9	10	0	19
Apr 2019	9	14	1	24
May 2019	7	7	2	16
Jun 2019	10	7	2	19
Jul 2019	6	13	0	19
Aug 2019	4	16	0	20
Sep 2019	8	11	0	19
Oct 2019	13	20	2	35
Nov 2019	9	11	2	22
Dec 2019	12	15	0	27
Jan 2020	13	6	0	19
Feb 2020	7	6	2	15
Mar 2020	5	4	5	14
Apr 2020	7	8	1	16
May 2020	11	2	0	13
Jun 2020	10	11	4	25
Jul 2020	17	17	4	38
Aug 2020	12	8	3	23
Sep 2020	12	7	1	20
Oct 2020	12	5	1	18
Nov 2020	12	14	0	26
Dec 2020	8	9	2	19
Jan 2021	18	5	0	23
Feb 2021	16	13	0	29
Mar 2021	10	7	2	19
Apr 2021	29	19	1	49
May 2021	11	9	2	22
Jun 2021	8	9	0	17
Jul 2021	10	12	1	23
Aug 2021	13	13	4	30
Sep 2021	20	11	0	31
Oct 2021	12	41	1	54
Nov 2021	11	35	1	47
Dec 2021	13	10	3	26
Jan 2022	12	13	1	26
Feb 2022	14	17	0	31
Mar 2022	8	12	5	25
Apr 2022	15	12	2	29
May 2022	8	5	2	15
Jun 2022	9	8	4	21
Jul 2022	19	11	1	31
Aug 2022	14	10	1	25
Sep 2022	8	8	0	16
Oct 2022	12	6	6	24
Nov 2022	17	13	1	31
Dec 2022	7	7	0	14
Jan 2023	15	14	1	30
Feb 2023	24	5	1	30
Mar 2023	19	12	1	32
Apr 2023	20	5	0	25
May 2023	29	10	0	39
Jun 2023	41	5	1	47
Jul 2023	37	6	1	44
Aug 2023	37	5	2	44
Sep 2023	45	6	1	52
Oct 2023	50	9	3	62
Nov 2023	28	3	0	31
Dec 2023	55	13	2	70
Jan 2024	40	11	0	51
Feb 2024	38	12	2	52
Mar 2024	48	32	0	80
Apr 2024	36	25	4	65
May 2024	30	20	1	51
Jun 2024	15	12	2	29
Jul 2024	24	6	4	34
Aug 2024	25	8	4	37
Sep 2024	16	14	0	30
Oct 2024	32	9	0	41
Nov 2024	18	3	3	24
Dec 2024	15	28	2	45
Jan 2025	26	14	3	43
Feb 2025	34	25	1	60
Mar 2025	15	18	0	33
Apr 2025	24	22	3	49
May 2025	47	12	0	59
Jun 2025	45	14	5	64
Jul 2025	32	28	2	62
Aug 2025	42	23	1	66
Sep 2025	48	27	1	76
Oct 2025	32	36	1	69
Nov 2025	30	23	3	56

Latest update: 24 Nov 2025

Short summary

High-resolution multi-week simulations of a measurement campaign are evaluated with respect to mean boundary layer quantities and turbulence statistics. Two models are used in a semi-idealized setup through forcing, with output from a coarser-scale model to account for the larger-scale conditions. The boundary layer depth is in principal agreement with observations. Turbulence statistics like variance profiles agree satisfactorily with measurements.