DYPTOP: a cost-efficient TOPMODEL implementation to simulate sub-grid spatio-temporal dynamics of global wetlands and peatlands

Stocker, B. D.; Spahni, R.; Joos, F.

doi:10.5194/gmd-7-3089-2014

Articles | Volume 7, issue 6

https://doi.org/10.5194/gmd-7-3089-2014

© Author(s) 2014. This work is distributed under
the Creative Commons Attribution 3.0 License.

https://doi.org/10.5194/gmd-7-3089-2014

© Author(s) 2014. This work is distributed under
the Creative Commons Attribution 3.0 License.

Articles | Volume 7, issue 6

Model description paper

|

18 Dec 2014

Model description paper |

| 18 Dec 2014

DYPTOP: a cost-efficient TOPMODEL implementation to simulate sub-grid spatio-temporal dynamics of global wetlands and peatlands

B. D. Stocker, R. Spahni, and F. Joos

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Jul 2014	21	7	1	29
Aug 2014	48	48	2	98
Sep 2014	22	27	4	53
Oct 2014	20	19	1	40
Nov 2014	25	16	0	41
Dec 2014	52	58	4	114
Jan 2015	47	42	0	89
Feb 2015	41	35	0	76
Mar 2015	32	43	0	75
Apr 2015	42	42	4	88
May 2015	19	46	1	66
Jun 2015	31	56	0	87
Jul 2015	29	32	0	61
Aug 2015	9	12	0	21
Sep 2015	17	9	2	28
Oct 2015	18	14	2	34
Nov 2015	25	10	0	35
Dec 2015	12	19	2	33
Jan 2016	27	21	0	48
Feb 2016	20	12	1	33
Mar 2016	21	18	0	39
Apr 2016	8	6	0	14
May 2016	17	8	4	29
Jun 2016	9	5	2	16
Jul 2016	21	5	5	31
Aug 2016	13	4	2	19
Sep 2016	14	7	0	21
Oct 2016	15	6	1	22
Nov 2016	15	10	0	25
Dec 2016	7	6	2	15
Jan 2017	28	14	2	44
Feb 2017	12	5	3	20
Mar 2017	20	15	1	36
Apr 2017	37	15	6	58
May 2017	34	17	4	55
Jun 2017	35	8	2	45
Jul 2017	18	12	0	30
Aug 2017	5	8	0	13
Sep 2017	9	12	1	22
Oct 2017	10	11	1	22
Nov 2017	13	13	0	26
Dec 2017	7	10	0	17
Jan 2018	12	18	2	32
Feb 2018	18	14	1	33
Mar 2018	12	14	0	26
Apr 2018	9	11	1	21
May 2018	12	14	0	26
Jun 2018	9	22	1	32
Jul 2018	17	16	1	34
Aug 2018	17	11	1	29
Sep 2018	16	8	2	26
Oct 2018	12	12	0	24
Nov 2018	19	11	1	31
Dec 2018	19	11	0	30
Jan 2019	11	6	0	17
Feb 2019	8	6	0	14
Mar 2019	4	8	0	12
Apr 2019	10	10	3	23
May 2019	9	7	1	17
Jun 2019	13	14	1	28
Jul 2019	13	15	0	28
Aug 2019	19	7	0	26
Sep 2019	8	8	2	18
Oct 2019	15	13	1	29
Nov 2019	10	10	3	23
Dec 2019	10	9	3	22
Jan 2020	13	11	3	27
Feb 2020	14	9	0	23
Mar 2020	8	9	2	19
Apr 2020	11	4	1	16
May 2020	8	9	0	17
Jun 2020	23	12	1	36
Jul 2020	58	32	27	117
Aug 2020	9	4	2	15
Sep 2020	12	9	0	21
Oct 2020	21	12	0	33
Nov 2020	23	16	0	39
Dec 2020	19	17	0	36
Jan 2021	28	20	1	49
Feb 2021	7	12	0	19
Mar 2021	23	7	0	30
Apr 2021	19	7	1	27
May 2021	14	11	0	25
Jun 2021	18	11	0	29
Jul 2021	17	14	1	32
Aug 2021	17	25	1	43
Sep 2021	23	13	0	36
Oct 2021	17	40	0	57
Nov 2021	22	30	3	55
Dec 2021	21	9	1	31
Jan 2022	36	31	5	72
Feb 2022	27	15	5	47
Mar 2022	28	11	0	39
Apr 2022	48	7	1	56
May 2022	55	7	1	63
Jun 2022	60	8	0	68
Jul 2022	51	6	0	57
Aug 2022	75	14	10	99
Sep 2022	54	5	0	59
Oct 2022	47	11	1	59
Nov 2022	76	15	2	93
Dec 2022	70	10	0	80
Jan 2023	76	25	2	103
Feb 2023	67	12	1	80
Mar 2023	74	14	1	89
Apr 2023	62	14	1	77
May 2023	55	20	1	76
Jun 2023	63	19	0	82
Jul 2023	68	45	1	114
Aug 2023	61	24	3	88
Sep 2023	62	20	1	83
Oct 2023	69	17	0	86
Nov 2023	44	9	0	53
Dec 2023	56	14	1	71
Jan 2024	62	20	1	83
Feb 2024	53	40	1	94
Mar 2024	62	37	3	102
Apr 2024	74	24	3	101
May 2024	62	10	4	76
Jun 2024	41	30	2	73
Jul 2024	46	17	2	65
Aug 2024	41	17	3	61
Sep 2024	32	16	0	48
Oct 2024	44	8	1	53
Nov 2024	50	10	3	63
Dec 2024	41	23	4	68
Jan 2025	33	27	1	61
Feb 2025	40	17	2	59
Mar 2025	41	23	0	64
Apr 2025	38	28	1	67
May 2025	33	19	1	53
Jun 2025	49	26	1	76
Jul 2025	37	22	1	60
Aug 2025	54	21	2	77
Sep 2025	75	26	0	101
Oct 2025	29	28	0	57
Nov 2025	39	27	1	67

Cumulative views and downloads (calculated since 29 Jul 2014)

Month	HTML	PDF	XML	Total
Jul 2014	21	7	1	29
Aug 2014	48	48	2	98
Sep 2014	22	27	4	53
Oct 2014	20	19	1	40
Nov 2014	25	16	0	41
Dec 2014	52	58	4	114
Jan 2015	47	42	0	89
Feb 2015	41	35	0	76
Mar 2015	32	43	0	75
Apr 2015	42	42	4	88
May 2015	19	46	1	66
Jun 2015	31	56	0	87
Jul 2015	29	32	0	61
Aug 2015	9	12	0	21
Sep 2015	17	9	2	28
Oct 2015	18	14	2	34
Nov 2015	25	10	0	35
Dec 2015	12	19	2	33
Jan 2016	27	21	0	48
Feb 2016	20	12	1	33
Mar 2016	21	18	0	39
Apr 2016	8	6	0	14
May 2016	17	8	4	29
Jun 2016	9	5	2	16
Jul 2016	21	5	5	31
Aug 2016	13	4	2	19
Sep 2016	14	7	0	21
Oct 2016	15	6	1	22
Nov 2016	15	10	0	25
Dec 2016	7	6	2	15
Jan 2017	28	14	2	44
Feb 2017	12	5	3	20
Mar 2017	20	15	1	36
Apr 2017	37	15	6	58
May 2017	34	17	4	55
Jun 2017	35	8	2	45
Jul 2017	18	12	0	30
Aug 2017	5	8	0	13
Sep 2017	9	12	1	22
Oct 2017	10	11	1	22
Nov 2017	13	13	0	26
Dec 2017	7	10	0	17
Jan 2018	12	18	2	32
Feb 2018	18	14	1	33
Mar 2018	12	14	0	26
Apr 2018	9	11	1	21
May 2018	12	14	0	26
Jun 2018	9	22	1	32
Jul 2018	17	16	1	34
Aug 2018	17	11	1	29
Sep 2018	16	8	2	26
Oct 2018	12	12	0	24
Nov 2018	19	11	1	31
Dec 2018	19	11	0	30
Jan 2019	11	6	0	17
Feb 2019	8	6	0	14
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Apr 2019	10	10	3	23
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Jun 2019	13	14	1	28
Jul 2019	13	15	0	28
Aug 2019	19	7	0	26
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Mar 2020	8	9	2	19
Apr 2020	11	4	1	16
May 2020	8	9	0	17
Jun 2020	23	12	1	36
Jul 2020	58	32	27	117
Aug 2020	9	4	2	15
Sep 2020	12	9	0	21
Oct 2020	21	12	0	33
Nov 2020	23	16	0	39
Dec 2020	19	17	0	36
Jan 2021	28	20	1	49
Feb 2021	7	12	0	19
Mar 2021	23	7	0	30
Apr 2021	19	7	1	27
May 2021	14	11	0	25
Jun 2021	18	11	0	29
Jul 2021	17	14	1	32
Aug 2021	17	25	1	43
Sep 2021	23	13	0	36
Oct 2021	17	40	0	57
Nov 2021	22	30	3	55
Dec 2021	21	9	1	31
Jan 2022	36	31	5	72
Feb 2022	27	15	5	47
Mar 2022	28	11	0	39
Apr 2022	48	7	1	56
May 2022	55	7	1	63
Jun 2022	60	8	0	68
Jul 2022	51	6	0	57
Aug 2022	75	14	10	99
Sep 2022	54	5	0	59
Oct 2022	47	11	1	59
Nov 2022	76	15	2	93
Dec 2022	70	10	0	80
Jan 2023	76	25	2	103
Feb 2023	67	12	1	80
Mar 2023	74	14	1	89
Apr 2023	62	14	1	77
May 2023	55	20	1	76
Jun 2023	63	19	0	82
Jul 2023	68	45	1	114
Aug 2023	61	24	3	88
Sep 2023	62	20	1	83
Oct 2023	69	17	0	86
Nov 2023	44	9	0	53
Dec 2023	56	14	1	71
Jan 2024	62	20	1	83
Feb 2024	53	40	1	94
Mar 2024	62	37	3	102
Apr 2024	74	24	3	101
May 2024	62	10	4	76
Jun 2024	41	30	2	73
Jul 2024	46	17	2	65
Aug 2024	41	17	3	61
Sep 2024	32	16	0	48
Oct 2024	44	8	1	53
Nov 2024	50	10	3	63
Dec 2024	41	23	4	68
Jan 2025	33	27	1	61
Feb 2025	40	17	2	59
Mar 2025	41	23	0	64
Apr 2025	38	28	1	67
May 2025	33	19	1	53
Jun 2025	49	26	1	76
Jul 2025	37	22	1	60
Aug 2025	54	21	2	77
Sep 2025	75	26	0	101
Oct 2025	29	28	0	57
Nov 2025	39	27	1	67

Latest update: 20 Nov 2025

Short summary

Simulating the spatio-temporal dynamics of inundation is key to understanding the role of wetlands under past and future climate change. Here, we describe and assess the DYPTOP model that predicts the extent of inundation and the global spatial distribution of peatlands. DYPTOP makes use of high-resolution topography information and uses ecosystem water balance and peatland soil C balance criteria to simulate peatland spatial dynamics and carbon accumulation.