| Literature DB >> 29921956 |
Mauricio Romero-Torres1, Eric A Treml2,3, Alberto Acosta4, David A Paz-García5,6.
Abstract
Long-distance dispersal is believed to strongly influence coral reef population dynamics across the Tropical Pacific. However, the spatial scale and strength at which populations are potentially connected by dispersal remains uncertain. To determine the patterns in connectivity between the Eastern (ETP) and Central Tropical Pacific (CTP) ecoregions, we used a biophysical model incorporating ocean currents and larval biology to quantify the seascape-wide dispersal potential among all population. We quantified the likelihood and determined the oceanographic conditions that enable the dispersal of coral larvae across the Eastern Pacific Barrier (EP-Barrier) and identified the main connectivity pathways and their conservation value for dominant reef-building corals. Overall, we found that coral assemblages within the CTP and ETP are weakly connected through dispersal. Although the EP-Barrier isolates the ETP from the CTP ecoregion, we found evidence that the EP-Barrier may be breached, in both directions, by rare dispersal events. These rare events could explain the evolutionary genetic similarity among populations of pocilloporids in the ecoregions. Moreover, the ETP may function as a stronger source rather than a destination, providing potential recruits to CTP populations. We also show evidence for a connectivity loop in the ETP, which may positively influence long-term population persistence in the region. Coral conservation and management communities should consider eight-key stepping stone ecoregions when developing strategies to preserve the long-distance connectivity potential across the ETP and CTP.Entities:
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Year: 2018 PMID: 29921956 PMCID: PMC6008413 DOI: 10.1038/s41598-018-27644-2
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Figure 1Spatial domain and coral connectivity networks across the EP-Barrier. (a) Ecoregions within the CTP and ETP. (b) The DPMmax connectivity network and main westward and eastward dispersal routes for breaching of the EP-Barrier. The dashed line indicates the route to Hawaii Islands. (c) PocilloporaPLD150 model with connection strength depicted in colour/weight from low connectivity strength (60% with dispersal probabilities between 1 × 10−4 and 1 × 10−6) to high (16% with dispersal probabilities greater than 0.01). (d) Porites model. (e) Pavona varians. (f) A. valida. Connectivity between ecoregions is represented by links above the migration rate threshold. Black areas represent the location of coral reef habitat. Ecoregions with high internal connectivity are shown in dark orange across the CTP and ETP. Maps were created with ArcGIS 10.3.1 using data sources described in the Methods.
Figure 2Significant connection strength for breaching the Eastern Pacific Barrier overlaid on ENSO events spanning 1993 to 2012. Out of 470 dispersal simulations, successful connectivity events across the EP-Barrier are shown for: (a) Between Line Islands (CTP) and Clipperton Atoll (ETP); (b) Between Hawaii (CTP) and Clipperton Atoll (ETP) and; (c) Between Marquesas (CTP) and Galapagos Islands (ETP). To illustrate the effect of positive and negative ENSO intensities in relationship to the direction of connectivity, effective connection events were plotted as black bars for eastward (above horizontal line) and westward (below) directions. The absence of a vertical bar implies there is no connection. Figure created with R 3.3.0 using data sources described in the Methods section.
Figure 3Larval density across the Eastern Pacific Barrier during the El Niño event of 1997–98. (a) From the Line Islands to the Clipperton Atoll the larvae dispersed following the NECC. (b) From the Clipperton Atoll to the Line and Hawaii Islands the larvae followed the NEC. (c) From the Galapagos Islands during El Niño 1997–98 when the NEC stopped its flow. (d) Continuous dispersal from the Galapagos’ Islands to the Marquesas Islands during multiple dispersal events 1993–2008. Larval densities were estimated for the DPMmax model and represent the additive densities of 20 simulations (b, c, and d) and five simulations (a) according to the likelihood of breaching the EP-Barrier (Fig. 2). Maps were created with ArcGIS 10.3.1.
Figure 4Ecoregion-scale connectivity. (a) The PocilloporaPLD150 model stepping stones scores. (b) Closeness centrality measures how close an ecoregion is to all other ecoregions in the network, (c) ecoregional-retention. (d) self-recruitment within ecoregions. Low to high values of each connectivity measure are indicated by colour intensity. Maps were created with ArcGIS 10.3.1.
Description of the biological parameters used for the six scenarios in the biophysical modelling. Definitions follow[41,43].
| Larval Biological Parameter | Description | DPMmax |
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|---|---|---|---|---|---|---|
| Spawning timing | Date of larval release during spawning | Monthly, every full and new moon | Two to seven spawning events per year during at full moon according to ecoregion and species (see Table | |||
| Pre-competency | After fertilisation, larvae require hours to days to reach a competency stage, that is, capable of settlement and metamorphose | We applied the Gamma cumulative distribution function to represent the onset of larval settlement competency. We used the parameters 16 and 0.25 that imply a 50% competent larvae after 4 days | ||||
| Daily larval mortality | The daily mortality rate for a negative exponential decay of larvae while dispersing | 2% | Larval mortality is unknown for the modelled species, though it is reported in the order of 5% to 10% day−1 (see details in[ | |||
| Maximum pelagic larval duration | The length (days) of the maximum larval dispersal period | 150 | 150 and 100 | 50 | 30 | 120 |
| Settlement Rate | Rate at which competent larvae will settle when over the reef | 0.95 | ||||
| Larval behaviour | Swimming and homing capabilities of larvae (active or passive) | Passive, no homing | ||||
| Migration rate threshold | Lower probability threshold below which no migration was inferred | 1/1 000 000 | ||||
| Diffusivity | Diffusivity constant in m2s−1. Describes the biological-physical repulsion between larvae | 100 | ||||