Future accreted terranes: a compilation of island arcs, oceanic plateaus, submarine ridges, seamounts, and continental fragments

Tetreault, J. L.; Buiter, S. J. H.

doi:10.5194/se-5-1243-2014

Articles | Volume 5, issue 2

https://doi.org/10.5194/se-5-1243-2014

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

https://doi.org/10.5194/se-5-1243-2014

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

Articles | Volume 5, issue 2

Review article

|

04 Dec 2014

Review article |

| 04 Dec 2014

Future accreted terranes: a compilation of island arcs, oceanic plateaus, submarine ridges, seamounts, and continental fragments

J. L. Tetreault and S. J. H. Buiter

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Views and downloads (calculated since 01 Jul 2014)

Month	HTML	PDF	XML	Total
Jul 2014	88	76	5	169
Aug 2014	14	22	0	36
Sep 2014	11	30	1	42
Oct 2014	16	37	1	54
Nov 2014	8	17	2	27
Dec 2014	98	94	11	203
Jan 2015	23	53	6	82
Feb 2015	22	19	0	41
Mar 2015	17	23	2	42
Apr 2015	26	24	4	54
May 2015	15	20	4	39
Jun 2015	38	24	6	68
Jul 2015	31	23	3	57
Aug 2015	13	24	4	41
Sep 2015	10	15	7	32
Oct 2015	31	17	4	52
Nov 2015	20	52	5	77
Dec 2015	14	43	2	59
Jan 2016	39	24	4	67
Feb 2016	23	19	7	49
Mar 2016	44	18	5	67
Apr 2016	12	12	2	26
May 2016	9	12	0	21
Jun 2016	10	5	1	16
Jul 2016	9	6	3	18
Aug 2016	15	5	0	20
Sep 2016	10	4	3	17
Oct 2016	11	10	1	22
Nov 2016	13	12	0	25
Dec 2016	4	7	2	13
Jan 2017	18	11	0	29
Feb 2017	10	8	0	18
Mar 2017	20	17	1	38
Apr 2017	20	16	0	36
May 2017	36	18	2	56
Jun 2017	28	24	3	55
Jul 2017	17	12	4	33
Aug 2017	8	13	1	22
Sep 2017	8	18	1	27
Oct 2017	12	17	1	30
Nov 2017	14	20	4	38
Dec 2017	10	19	2	31
Jan 2018	10	22	3	35
Feb 2018	16	10	4	30
Mar 2018	15	19	4	38
Apr 2018	15	28	1	44
May 2018	17	14	1	32
Jun 2018	13	19	3	35
Jul 2018	12	16	4	32
Aug 2018	14	8	1	23
Sep 2018	15	9	0	24
Oct 2018	16	14	6	36
Nov 2018	19	24	3	46
Dec 2018	19	9	1	29
Jan 2019	10	17	1	28
Feb 2019	11	12	3	26
Mar 2019	12	15	3	30
Apr 2019	12	15	6	33
May 2019	13	14	1	28
Jun 2019	11	22	3	36
Jul 2019	13	15	0	28
Aug 2019	13	15	1	29
Sep 2019	12	17	2	31
Oct 2019	9	17	3	29
Nov 2019	19	28	2	49
Dec 2019	8	18	2	28
Jan 2020	33	30	3	66
Feb 2020	12	12	0	24
Mar 2020	16	23	2	41
Apr 2020	14	19	2	35
May 2020	12	23	2	37
Jun 2020	28	14	7	49
Jul 2020	70	63	53	186
Aug 2020	20	17	6	43
Sep 2020	8	14	1	23
Oct 2020	18	24	1	43
Nov 2020	14	21	0	35
Dec 2020	21	35	4	60
Jan 2021	25	32	3	60
Feb 2021	11	14	3	28
Mar 2021	15	19	1	35
Apr 2021	19	31	2	52
May 2021	15	17	3	35
Jun 2021	12	21	3	36
Jul 2021	14	23	4	41
Aug 2021	12	25	2	39
Sep 2021	15	27	4	46
Oct 2021	17	63	1	81
Nov 2021	19	47	1	67
Dec 2021	12	21	1	34
Jan 2022	16	36	2	54
Feb 2022	12	14	3	29
Mar 2022	23	11	1	35
Apr 2022	29	18	3	50
May 2022	23	11	1	35
Jun 2022	29	11	3	43
Jul 2022	16	14	1	31
Aug 2022	21	17	2	40
Sep 2022	11	16	1	28
Oct 2022	21	13	8	42
Nov 2022	39	22	1	62
Dec 2022	18	12	1	31
Jan 2023	17	11	0	28
Feb 2023	43	14	0	57
Mar 2023	45	33	3	81
Apr 2023	30	13	0	43
May 2023	21	17	2	40
Jun 2023	22	20	2	44
Jul 2023	12	1	0	13
Aug 2023	24	10	2	36
Sep 2023	31	9	1	41
Oct 2023	18	13	1	32
Nov 2023	19	5	0	24
Dec 2023	28	21	2	51
Jan 2024	38	20	1	59
Feb 2024	19	29	4	52
Mar 2024	35	64	5	104
Apr 2024	33	29	13	75
May 2024	29	26	1	56
Jun 2024	50	24	1	75
Jul 2024	20	21	3	44
Aug 2024	29	12	1	42
Sep 2024	37	21	1	59
Oct 2024	36	23	2	61
Nov 2024	54	33	2	89
Dec 2024	46	28	5	79
Jan 2025	46	32	6	84
Feb 2025	36	22	0	58
Mar 2025	30	21	0	51
Apr 2025	30	16	1	47
May 2025	60	45	1	106
Jun 2025	62	21	1	84
Jul 2025	36	31	0	67
Aug 2025	54	28	3	85
Sep 2025	47	25	0	72
Oct 2025	48	57	1	106
Nov 2025	47	38	3	88
Dec 2025	14	4	0	18

Cumulative views and downloads (calculated since 01 Jul 2014)

Month	HTML	PDF	XML	Total
Jul 2014	88	76	5	169
Aug 2014	14	22	0	36
Sep 2014	11	30	1	42
Oct 2014	16	37	1	54
Nov 2014	8	17	2	27
Dec 2014	98	94	11	203
Jan 2015	23	53	6	82
Feb 2015	22	19	0	41
Mar 2015	17	23	2	42
Apr 2015	26	24	4	54
May 2015	15	20	4	39
Jun 2015	38	24	6	68
Jul 2015	31	23	3	57
Aug 2015	13	24	4	41
Sep 2015	10	15	7	32
Oct 2015	31	17	4	52
Nov 2015	20	52	5	77
Dec 2015	14	43	2	59
Jan 2016	39	24	4	67
Feb 2016	23	19	7	49
Mar 2016	44	18	5	67
Apr 2016	12	12	2	26
May 2016	9	12	0	21
Jun 2016	10	5	1	16
Jul 2016	9	6	3	18
Aug 2016	15	5	0	20
Sep 2016	10	4	3	17
Oct 2016	11	10	1	22
Nov 2016	13	12	0	25
Dec 2016	4	7	2	13
Jan 2017	18	11	0	29
Feb 2017	10	8	0	18
Mar 2017	20	17	1	38
Apr 2017	20	16	0	36
May 2017	36	18	2	56
Jun 2017	28	24	3	55
Jul 2017	17	12	4	33
Aug 2017	8	13	1	22
Sep 2017	8	18	1	27
Oct 2017	12	17	1	30
Nov 2017	14	20	4	38
Dec 2017	10	19	2	31
Jan 2018	10	22	3	35
Feb 2018	16	10	4	30
Mar 2018	15	19	4	38
Apr 2018	15	28	1	44
May 2018	17	14	1	32
Jun 2018	13	19	3	35
Jul 2018	12	16	4	32
Aug 2018	14	8	1	23
Sep 2018	15	9	0	24
Oct 2018	16	14	6	36
Nov 2018	19	24	3	46
Dec 2018	19	9	1	29
Jan 2019	10	17	1	28
Feb 2019	11	12	3	26
Mar 2019	12	15	3	30
Apr 2019	12	15	6	33
May 2019	13	14	1	28
Jun 2019	11	22	3	36
Jul 2019	13	15	0	28
Aug 2019	13	15	1	29
Sep 2019	12	17	2	31
Oct 2019	9	17	3	29
Nov 2019	19	28	2	49
Dec 2019	8	18	2	28
Jan 2020	33	30	3	66
Feb 2020	12	12	0	24
Mar 2020	16	23	2	41
Apr 2020	14	19	2	35
May 2020	12	23	2	37
Jun 2020	28	14	7	49
Jul 2020	70	63	53	186
Aug 2020	20	17	6	43
Sep 2020	8	14	1	23
Oct 2020	18	24	1	43
Nov 2020	14	21	0	35
Dec 2020	21	35	4	60
Jan 2021	25	32	3	60
Feb 2021	11	14	3	28
Mar 2021	15	19	1	35
Apr 2021	19	31	2	52
May 2021	15	17	3	35
Jun 2021	12	21	3	36
Jul 2021	14	23	4	41
Aug 2021	12	25	2	39
Sep 2021	15	27	4	46
Oct 2021	17	63	1	81
Nov 2021	19	47	1	67
Dec 2021	12	21	1	34
Jan 2022	16	36	2	54
Feb 2022	12	14	3	29
Mar 2022	23	11	1	35
Apr 2022	29	18	3	50
May 2022	23	11	1	35
Jun 2022	29	11	3	43
Jul 2022	16	14	1	31
Aug 2022	21	17	2	40
Sep 2022	11	16	1	28
Oct 2022	21	13	8	42
Nov 2022	39	22	1	62
Dec 2022	18	12	1	31
Jan 2023	17	11	0	28
Feb 2023	43	14	0	57
Mar 2023	45	33	3	81
Apr 2023	30	13	0	43
May 2023	21	17	2	40
Jun 2023	22	20	2	44
Jul 2023	12	1	0	13
Aug 2023	24	10	2	36
Sep 2023	31	9	1	41
Oct 2023	18	13	1	32
Nov 2023	19	5	0	24
Dec 2023	28	21	2	51
Jan 2024	38	20	1	59
Feb 2024	19	29	4	52
Mar 2024	35	64	5	104
Apr 2024	33	29	13	75
May 2024	29	26	1	56
Jun 2024	50	24	1	75
Jul 2024	20	21	3	44
Aug 2024	29	12	1	42
Sep 2024	37	21	1	59
Oct 2024	36	23	2	61
Nov 2024	54	33	2	89
Dec 2024	46	28	5	79
Jan 2025	46	32	6	84
Feb 2025	36	22	0	58
Mar 2025	30	21	0	51
Apr 2025	30	16	1	47
May 2025	60	45	1	106
Jun 2025	62	21	1	84
Jul 2025	36	31	0	67
Aug 2025	54	28	3	85
Sep 2025	47	25	0	72
Oct 2025	48	57	1	106
Nov 2025	47	38	3	88
Dec 2025	14	4	0	18

Latest update: 06 Dec 2025

Short summary

Continents are composed of a collage of accreted terranes: tectonically sutured crustal units of various origins. This review covers the cycle of terrane accretion from the original entity (modern-day oceanic island arcs, oceanic plateaus, submarine ridges, seamounts, continental fragments, and microcontinents) to present-day examples of terrane accretion to finally allochthonous accreted terranes.