High-resolution and Monte Carlo additions to the SASKTRAN radiative transfer model

Zawada, D. J.; Dueck, S. R.; Rieger, L. A.; Bourassa, A. E.; Lloyd, N. D.; Degenstein, D. A.

doi:10.5194/amt-8-2609-2015

Articles | Volume 8, issue 6

https://doi.org/10.5194/amt-8-2609-2015

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

https://doi.org/10.5194/amt-8-2609-2015

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

Articles | Volume 8, issue 6

Research article

|

26 Jun 2015

Research article |

| 26 Jun 2015

High-resolution and Monte Carlo additions to the SASKTRAN radiative transfer model

D. J. Zawada, S. R. Dueck, L. A. Rieger, A. E. Bourassa, N. D. Lloyd, and D. A. Degenstein

Viewed

Total article views: 3,834 (including HTML, PDF, and XML)

HTML	PDF	XML	Total	BibTeX	EndNote
2,367	1,346	121	3,834	203	182

HTML: 2,367
PDF: 1,346
XML: 121
Total: 3,834
BibTeX: 203
EndNote: 182

Views and downloads (calculated since 27 Mar 2015)

Month	HTML	PDF	XML	Total
Mar 2015	16	58	2	76
Apr 2015	36	30	1	67
May 2015	12	19	0	31
Jun 2015	61	36	3	100
Jul 2015	47	36	0	83
Aug 2015	13	12	0	25
Sep 2015	10	10	1	21
Oct 2015	20	8	1	29
Nov 2015	20	11	1	32
Dec 2015	10	10	0	20
Jan 2016	30	16	0	46
Feb 2016	14	11	0	25
Mar 2016	18	9	1	28
Apr 2016	3	5	0	8
May 2016	8	3	0	11
Jun 2016	8	5	2	15
Jul 2016	7	5	3	15
Aug 2016	7	7	0	14
Sep 2016	8	6	0	14
Oct 2016	5	2	0	7
Nov 2016	8	4	0	12
Dec 2016	6	5	1	12
Jan 2017	13	2	0	15
Feb 2017	6	3	0	9
Mar 2017	16	5	1	22
Apr 2017	18	3	1	22
May 2017	17	11	0	28
Jun 2017	23	12	0	35
Jul 2017	14	3	0	17
Aug 2017	8	9	1	18
Sep 2017	10	11	0	21
Oct 2017	5	8	0	13
Nov 2017	5	9	0	14
Dec 2017	8	6	0	14
Jan 2018	10	6	0	16
Feb 2018	6	7	0	13
Mar 2018	9	6	0	15
Apr 2018	16	7	0	23
May 2018	13	13	0	26
Jun 2018	7	9	0	16
Jul 2018	15	15	0	30
Aug 2018	13	9	0	22
Sep 2018	7	10	0	17
Oct 2018	9	5	3	17
Nov 2018	7	6	0	13
Dec 2018	8	5	0	13
Jan 2019	6	4	0	10
Feb 2019	4	4	0	8
Mar 2019	10	12	0	22
Apr 2019	4	8	0	12
May 2019	14	14	2	30
Jun 2019	5	4	0	9
Jul 2019	5	6	0	11
Aug 2019	11	10	0	21
Sep 2019	9	3	0	12
Oct 2019	14	11	1	26
Nov 2019	8	8	0	16
Dec 2019	11	13	1	25
Jan 2020	17	9	1	27
Feb 2020	9	5	0	14
Mar 2020	6	9	0	15
Apr 2020	9	6	0	15
May 2020	9	9	0	18
Jun 2020	16	8	2	26
Jul 2020	41	26	11	78
Aug 2020	8	8	7	23
Sep 2020	15	4	0	19
Oct 2020	13	5	0	18
Nov 2020	2	8	0	10
Dec 2020	12	12	0	24
Jan 2021	18	11	0	29
Feb 2021	9	9	0	18
Mar 2021	16	11	1	28
Apr 2021	13	7	0	20
May 2021	15	13	1	29
Jun 2021	12	9	0	21
Jul 2021	8	11	1	20
Aug 2021	12	14	2	28
Sep 2021	17	13	0	30
Oct 2021	9	37	1	47
Nov 2021	29	28	0	57
Dec 2021	18	11	2	31
Jan 2022	28	9	0	37
Feb 2022	9	11	2	22
Mar 2022	14	14	1	29
Apr 2022	10	4	1	15
May 2022	5	7	0	12
Jun 2022	7	7	1	15
Jul 2022	7	5	0	12
Aug 2022	15	7	1	23
Sep 2022	9	10	1	20
Oct 2022	15	8	1	24
Nov 2022	13	9	0	22
Dec 2022	12	6	1	19
Jan 2023	12	10	3	25
Feb 2023	13	6	1	20
Mar 2023	10	6	0	16
Apr 2023	7	5	0	12
May 2023	36	21	1	58
Jun 2023	46	13	1	60
Jul 2023	48	7	1	56
Aug 2023	39	6	4	49
Sep 2023	38	10	1	49
Oct 2023	67	6	2	75
Nov 2023	25	4	1	30
Dec 2023	36	4	0	40
Jan 2024	47	6	0	53
Feb 2024	41	6	0	47
Mar 2024	47	10	3	60
Apr 2024	51	9	6	66
May 2024	15	22	2	39
Jun 2024	22	13	3	38
Jul 2024	31	16	3	50
Aug 2024	45	9	4	58
Sep 2024	14	7	0	21
Oct 2024	23	8	1	32
Nov 2024	11	6	1	18
Dec 2024	11	10	1	22
Jan 2025	15	7	0	22
Feb 2025	28	2	2	32
Mar 2025	16	7	1	24
Apr 2025	30	15	0	45
May 2025	54	17	0	71
Jun 2025	47	12	1	60
Jul 2025	34	7	3	44
Aug 2025	49	7	0	56
Sep 2025	45	13	0	58
Oct 2025	29	23	3	55
Nov 2025	46	32	6	84
Dec 2025	31	19	2	52

Cumulative views and downloads (calculated since 27 Mar 2015)

Month	HTML	PDF	XML	Total
Mar 2015	16	58	2	76
Apr 2015	36	30	1	67
May 2015	12	19	0	31
Jun 2015	61	36	3	100
Jul 2015	47	36	0	83
Aug 2015	13	12	0	25
Sep 2015	10	10	1	21
Oct 2015	20	8	1	29
Nov 2015	20	11	1	32
Dec 2015	10	10	0	20
Jan 2016	30	16	0	46
Feb 2016	14	11	0	25
Mar 2016	18	9	1	28
Apr 2016	3	5	0	8
May 2016	8	3	0	11
Jun 2016	8	5	2	15
Jul 2016	7	5	3	15
Aug 2016	7	7	0	14
Sep 2016	8	6	0	14
Oct 2016	5	2	0	7
Nov 2016	8	4	0	12
Dec 2016	6	5	1	12
Jan 2017	13	2	0	15
Feb 2017	6	3	0	9
Mar 2017	16	5	1	22
Apr 2017	18	3	1	22
May 2017	17	11	0	28
Jun 2017	23	12	0	35
Jul 2017	14	3	0	17
Aug 2017	8	9	1	18
Sep 2017	10	11	0	21
Oct 2017	5	8	0	13
Nov 2017	5	9	0	14
Dec 2017	8	6	0	14
Jan 2018	10	6	0	16
Feb 2018	6	7	0	13
Mar 2018	9	6	0	15
Apr 2018	16	7	0	23
May 2018	13	13	0	26
Jun 2018	7	9	0	16
Jul 2018	15	15	0	30
Aug 2018	13	9	0	22
Sep 2018	7	10	0	17
Oct 2018	9	5	3	17
Nov 2018	7	6	0	13
Dec 2018	8	5	0	13
Jan 2019	6	4	0	10
Feb 2019	4	4	0	8
Mar 2019	10	12	0	22
Apr 2019	4	8	0	12
May 2019	14	14	2	30
Jun 2019	5	4	0	9
Jul 2019	5	6	0	11
Aug 2019	11	10	0	21
Sep 2019	9	3	0	12
Oct 2019	14	11	1	26
Nov 2019	8	8	0	16
Dec 2019	11	13	1	25
Jan 2020	17	9	1	27
Feb 2020	9	5	0	14
Mar 2020	6	9	0	15
Apr 2020	9	6	0	15
May 2020	9	9	0	18
Jun 2020	16	8	2	26
Jul 2020	41	26	11	78
Aug 2020	8	8	7	23
Sep 2020	15	4	0	19
Oct 2020	13	5	0	18
Nov 2020	2	8	0	10
Dec 2020	12	12	0	24
Jan 2021	18	11	0	29
Feb 2021	9	9	0	18
Mar 2021	16	11	1	28
Apr 2021	13	7	0	20
May 2021	15	13	1	29
Jun 2021	12	9	0	21
Jul 2021	8	11	1	20
Aug 2021	12	14	2	28
Sep 2021	17	13	0	30
Oct 2021	9	37	1	47
Nov 2021	29	28	0	57
Dec 2021	18	11	2	31
Jan 2022	28	9	0	37
Feb 2022	9	11	2	22
Mar 2022	14	14	1	29
Apr 2022	10	4	1	15
May 2022	5	7	0	12
Jun 2022	7	7	1	15
Jul 2022	7	5	0	12
Aug 2022	15	7	1	23
Sep 2022	9	10	1	20
Oct 2022	15	8	1	24
Nov 2022	13	9	0	22
Dec 2022	12	6	1	19
Jan 2023	12	10	3	25
Feb 2023	13	6	1	20
Mar 2023	10	6	0	16
Apr 2023	7	5	0	12
May 2023	36	21	1	58
Jun 2023	46	13	1	60
Jul 2023	48	7	1	56
Aug 2023	39	6	4	49
Sep 2023	38	10	1	49
Oct 2023	67	6	2	75
Nov 2023	25	4	1	30
Dec 2023	36	4	0	40
Jan 2024	47	6	0	53
Feb 2024	41	6	0	47
Mar 2024	47	10	3	60
Apr 2024	51	9	6	66
May 2024	15	22	2	39
Jun 2024	22	13	3	38
Jul 2024	31	16	3	50
Aug 2024	45	9	4	58
Sep 2024	14	7	0	21
Oct 2024	23	8	1	32
Nov 2024	11	6	1	18
Dec 2024	11	10	1	22
Jan 2025	15	7	0	22
Feb 2025	28	2	2	32
Mar 2025	16	7	1	24
Apr 2025	30	15	0	45
May 2025	54	17	0	71
Jun 2025	47	12	1	60
Jul 2025	34	7	3	44
Aug 2025	49	7	0	56
Sep 2025	45	13	0	58
Oct 2025	29	23	3	55
Nov 2025	46	32	6	84
Dec 2025	31	19	2	52

Latest update: 26 Dec 2025