Global isoscapes for δ<sup>18</sup>O and δ<sup>2</sup>H in precipitation: improved prediction using regionalized climatic regression models

Terzer, S.; Wassenaar, L. I.; Araguás-Araguás, L. J.; Aggarwal, P. K.

doi:10.5194/hess-17-4713-2013

Articles | Volume 17, issue 11

https://doi.org/10.5194/hess-17-4713-2013

© Author(s) 2013. This work is distributed under
the Creative Commons Attribution 3.0 License.

https://doi.org/10.5194/hess-17-4713-2013

© Author(s) 2013. This work is distributed under
the Creative Commons Attribution 3.0 License.

Articles | Volume 17, issue 11

Research article

|

29 Nov 2013

Research article |

| 29 Nov 2013

Global isoscapes for δ¹⁸O and δ²H in precipitation: improved prediction using regionalized climatic regression models

S. Terzer, L. I. Wassenaar, L. J. Araguás-Araguás, and P. K. Aggarwal

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Total article views: 10,075 (including HTML, PDF, and XML)

HTML	PDF	XML	Total	BibTeX	EndNote
4,273	5,489	313	10,075	231	231

HTML: 4,273
PDF: 5,489
XML: 313
Total: 10,075
BibTeX: 231
EndNote: 231

Views and downloads (calculated since 11 Jun 2013)

Month	HTML	PDF	XML	Total
Jun 2013	90	59	1	150
Jul 2013	47	34	2	83
Aug 2013	16	23	1	40
Sep 2013	26	34	0	60
Oct 2013	25	19	4	48
Nov 2013	77	64	2	143
Dec 2013	89	130	3	222
Jan 2014	36	72	4	112
Feb 2014	32	67	9	108
Mar 2014	45	63	19	127
Apr 2014	52	54	24	130
May 2014	34	65	10	109
Jun 2014	20	43	5	68
Jul 2014	18	54	4	76
Aug 2014	17	42	7	66
Sep 2014	36	41	3	80
Oct 2014	24	47	0	71
Nov 2014	34	47	5	86
Dec 2014	17	42	4	63
Jan 2015	8	20	1	29
Feb 2015	18	16	0	34
Mar 2015	19	15	0	34
Apr 2015	24	10	1	35
May 2015	11	20	1	32
Jun 2015	40	27	0	67
Jul 2015	26	16	1	43
Aug 2015	9	17	0	26
Sep 2015	9	16	6	31
Oct 2015	18	20	0	38
Nov 2015	23	21	0	44
Dec 2015	5	27	0	32
Jan 2016	28	27	3	58
Feb 2016	18	38	3	59
Mar 2016	33	33	15	81
Apr 2016	8	21	1	30
May 2016	11	27	1	39
Jun 2016	6	18	0	24
Jul 2016	7	16	2	25
Aug 2016	9	13	1	23
Sep 2016	10	17	0	27
Oct 2016	16	13	1	30
Nov 2016	8	14	0	22
Dec 2016	3	14	1	18
Jan 2017	15	10	1	26
Feb 2017	10	17	1	28
Mar 2017	20	45	2	67
Apr 2017	22	53	3	78
May 2017	21	23	1	45
Jun 2017	22	26	1	49
Jul 2017	10	22	0	32
Aug 2017	5	8	0	13
Sep 2017	10	12	0	22
Oct 2017	8	17	1	26
Nov 2017	10	14	0	24
Dec 2017	13	15	0	28
Jan 2018	11	12	0	23
Feb 2018	19	16	1	36
Mar 2018	17	18	0	35
Apr 2018	6	11	0	17
May 2018	8	21	0	29
Jun 2018	11	15	0	26
Jul 2018	12	24	1	37
Aug 2018	12	34	0	46
Sep 2018	20	32	1	53
Oct 2018	18	88	1	107
Nov 2018	24	89	1	114
Dec 2018	11	78	1	90
Jan 2019	16	50	0	66
Feb 2019	9	56	0	65
Mar 2019	8	50	0	58
Apr 2019	14	5	0	19
May 2019	9	18	0	27
Jun 2019	13	16	0	29
Jul 2019	9	15	1	25
Aug 2019	13	33	2	48
Sep 2019	7	47	0	54
Oct 2019	9	56	1	66
Nov 2019	18	53	0	71
Dec 2019	10	57	2	69
Jan 2020	12	57	1	70
Feb 2020	13	50	0	63
Mar 2020	19	58	0	77
Apr 2020	20	54	0	74
May 2020	12	61	2	75
Jun 2020	25	46	1	72
Jul 2020	38	42	15	95
Aug 2020	14	37	7	58
Sep 2020	16	55	1	72
Oct 2020	24	37	1	62
Nov 2020	19	36	0	55
Dec 2020	26	25	1	52
Jan 2021	39	26	0	65
Feb 2021	26	16	3	45
Mar 2021	24	31	0	55
Apr 2021	14	21	0	35
May 2021	16	19	3	38
Jun 2021	22	11	1	34
Jul 2021	14	18	4	36
Aug 2021	22	24	8	54
Sep 2021	25	20	3	48
Oct 2021	21	32	2	55
Nov 2021	30	43	2	75
Dec 2021	29	29	0	58
Jan 2022	26	32	0	58
Feb 2022	26	25	3	54
Mar 2022	32	33	0	65
Apr 2022	27	34	1	62
May 2022	34	26	3	63
Jun 2022	13	20	2	35
Jul 2022	14	22	1	37
Aug 2022	25	24	0	49
Sep 2022	23	30	1	54
Oct 2022	36	34	3	73
Nov 2022	37	30	0	67
Dec 2022	33	24	2	59
Jan 2023	37	41	2	80
Feb 2023	30	20	1	51
Mar 2023	72	36	1	109
Apr 2023	31	20	0	51
May 2023	35	47	1	83
Jun 2023	28	24	1	53
Jul 2023	46	27	5	78
Aug 2023	34	30	2	66
Sep 2023	33	31	0	64
Oct 2023	79	34	2	115
Nov 2023	116	27	1	144
Dec 2023	32	18	0	50
Jan 2024	33	28	3	64
Feb 2024	46	39	1	86
Mar 2024	33	44	2	79
Apr 2024	37	31	2	70
May 2024	30	30	5	65
Jun 2024	34	37	3	74
Jul 2024	27	34	3	64
Aug 2024	38	25	1	64
Sep 2024	25	26	1	52
Oct 2024	39	43	0	82
Nov 2024	33	42	0	75
Dec 2024	47	37	1	85
Jan 2025	36	35	1	72
Feb 2025	57	25	1	83
Mar 2025	48	42	4	94
Apr 2025	51	38	1	90
May 2025	52	41	0	93
Jun 2025	56	50	0	106
Jul 2025	38	43	1	82
Aug 2025	58	58	2	118
Sep 2025	61	51	0	112
Oct 2025	51	82	2	135
Nov 2025	53	105	5	163
Dec 2025	73	127	5	205
Jan 2026	97	74	6	177
Feb 2026	77	67	5	149
Mar 2026	52	66	4	122

Cumulative views and downloads (calculated since 11 Jun 2013)

Month	HTML	PDF	XML	Total
Jun 2013	90	59	1	150
Jul 2013	47	34	2	83
Aug 2013	16	23	1	40
Sep 2013	26	34	0	60
Oct 2013	25	19	4	48
Nov 2013	77	64	2	143
Dec 2013	89	130	3	222
Jan 2014	36	72	4	112
Feb 2014	32	67	9	108
Mar 2014	45	63	19	127
Apr 2014	52	54	24	130
May 2014	34	65	10	109
Jun 2014	20	43	5	68
Jul 2014	18	54	4	76
Aug 2014	17	42	7	66
Sep 2014	36	41	3	80
Oct 2014	24	47	0	71
Nov 2014	34	47	5	86
Dec 2014	17	42	4	63
Jan 2015	8	20	1	29
Feb 2015	18	16	0	34
Mar 2015	19	15	0	34
Apr 2015	24	10	1	35
May 2015	11	20	1	32
Jun 2015	40	27	0	67
Jul 2015	26	16	1	43
Aug 2015	9	17	0	26
Sep 2015	9	16	6	31
Oct 2015	18	20	0	38
Nov 2015	23	21	0	44
Dec 2015	5	27	0	32
Jan 2016	28	27	3	58
Feb 2016	18	38	3	59
Mar 2016	33	33	15	81
Apr 2016	8	21	1	30
May 2016	11	27	1	39
Jun 2016	6	18	0	24
Jul 2016	7	16	2	25
Aug 2016	9	13	1	23
Sep 2016	10	17	0	27
Oct 2016	16	13	1	30
Nov 2016	8	14	0	22
Dec 2016	3	14	1	18
Jan 2017	15	10	1	26
Feb 2017	10	17	1	28
Mar 2017	20	45	2	67
Apr 2017	22	53	3	78
May 2017	21	23	1	45
Jun 2017	22	26	1	49
Jul 2017	10	22	0	32
Aug 2017	5	8	0	13
Sep 2017	10	12	0	22
Oct 2017	8	17	1	26
Nov 2017	10	14	0	24
Dec 2017	13	15	0	28
Jan 2018	11	12	0	23
Feb 2018	19	16	1	36
Mar 2018	17	18	0	35
Apr 2018	6	11	0	17
May 2018	8	21	0	29
Jun 2018	11	15	0	26
Jul 2018	12	24	1	37
Aug 2018	12	34	0	46
Sep 2018	20	32	1	53
Oct 2018	18	88	1	107
Nov 2018	24	89	1	114
Dec 2018	11	78	1	90
Jan 2019	16	50	0	66
Feb 2019	9	56	0	65
Mar 2019	8	50	0	58
Apr 2019	14	5	0	19
May 2019	9	18	0	27
Jun 2019	13	16	0	29
Jul 2019	9	15	1	25
Aug 2019	13	33	2	48
Sep 2019	7	47	0	54
Oct 2019	9	56	1	66
Nov 2019	18	53	0	71
Dec 2019	10	57	2	69
Jan 2020	12	57	1	70
Feb 2020	13	50	0	63
Mar 2020	19	58	0	77
Apr 2020	20	54	0	74
May 2020	12	61	2	75
Jun 2020	25	46	1	72
Jul 2020	38	42	15	95
Aug 2020	14	37	7	58
Sep 2020	16	55	1	72
Oct 2020	24	37	1	62
Nov 2020	19	36	0	55
Dec 2020	26	25	1	52
Jan 2021	39	26	0	65
Feb 2021	26	16	3	45
Mar 2021	24	31	0	55
Apr 2021	14	21	0	35
May 2021	16	19	3	38
Jun 2021	22	11	1	34
Jul 2021	14	18	4	36
Aug 2021	22	24	8	54
Sep 2021	25	20	3	48
Oct 2021	21	32	2	55
Nov 2021	30	43	2	75
Dec 2021	29	29	0	58
Jan 2022	26	32	0	58
Feb 2022	26	25	3	54
Mar 2022	32	33	0	65
Apr 2022	27	34	1	62
May 2022	34	26	3	63
Jun 2022	13	20	2	35
Jul 2022	14	22	1	37
Aug 2022	25	24	0	49
Sep 2022	23	30	1	54
Oct 2022	36	34	3	73
Nov 2022	37	30	0	67
Dec 2022	33	24	2	59
Jan 2023	37	41	2	80
Feb 2023	30	20	1	51
Mar 2023	72	36	1	109
Apr 2023	31	20	0	51
May 2023	35	47	1	83
Jun 2023	28	24	1	53
Jul 2023	46	27	5	78
Aug 2023	34	30	2	66
Sep 2023	33	31	0	64
Oct 2023	79	34	2	115
Nov 2023	116	27	1	144
Dec 2023	32	18	0	50
Jan 2024	33	28	3	64
Feb 2024	46	39	1	86
Mar 2024	33	44	2	79
Apr 2024	37	31	2	70
May 2024	30	30	5	65
Jun 2024	34	37	3	74
Jul 2024	27	34	3	64
Aug 2024	38	25	1	64
Sep 2024	25	26	1	52
Oct 2024	39	43	0	82
Nov 2024	33	42	0	75
Dec 2024	47	37	1	85
Jan 2025	36	35	1	72
Feb 2025	57	25	1	83
Mar 2025	48	42	4	94
Apr 2025	51	38	1	90
May 2025	52	41	0	93
Jun 2025	56	50	0	106
Jul 2025	38	43	1	82
Aug 2025	58	58	2	118
Sep 2025	61	51	0	112
Oct 2025	51	82	2	135
Nov 2025	53	105	5	163
Dec 2025	73	127	5	205
Jan 2026	97	74	6	177
Feb 2026	77	67	5	149
Mar 2026	52	66	4	122

Latest update: 22 Mar 2026

Global isoscapes for δ18O and δ2H in precipitation: improved prediction using regionalized climatic regression models

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Global isoscapes for δ¹⁸O and δ²H in precipitation: improved prediction using regionalized climatic regression models