ORCID
- Vasiliy Vlasenko: 0000-0002-1889-5493
- Kerry L. Howell: 0000-0003-3359-1778
Abstract
Massachusetts Institute of Technology general circulation model is used for the analysis of larval dispersal over Anton Dohrn Seamount (ADS), North Atlantic. The model output validated against the in situ data collected during the 136th cruise of the RRS ‘James Cook’ in May–June 2016 allowed reconstruction of the details of the baroclinic tidal dynamics over ADS. The obtained velocities were used as input data for a Lagrangian-type passive particle tracking model to reproduce the larval dispersal of generic deep-sea water invertebrate species. It was found that the residual tidal flow over ADS has a form of a pair of dipoles and cyclonic and anti-cyclonic eddies located at the seamount periphery. In the vertical direction, tides form upward motions above the seamount summit. These currents control local larval dispersal and their escape from ADS. The model experiment with a large number of particles (7500) evenly seeded on the ADS surface has shown that the trajectory of every individual particle is sensitive to the initial position and the tidal phase where and when it is released. The vast majority of the particles released above 1000 m depth remain seated in the same depth band where they were initially released. Only 8% of passive larvae were able to remain in suspension until competent to settle (maximise dispersal capability) and settle (make contact with the bottom) within the specified limits for this model. It was found that every tenth larval particle could leave the seamount and had a chance to be advected to any other remotely located seamount.
DOI
10.1007/s10236-018-1206-0
Publication Date
2018-11-01
Publication Title
Ocean Dynamics
Volume
68
Issue
11
ISSN
1616-7341
Keywords
Baroclinic tides, Larva dispersion, Tidal residual currents
First Page
1515
Last Page
1526
Recommended Citation
Stashchuk, N., Vlasenko, V., & Howell, K. (2018) 'Modelling tidally induced larval dispersal over Anton Dohrn Seamount', Ocean Dynamics, 68(11), pp. 1515-1526. Available at: https://doi.org/10.1007/s10236-018-1206-0