Hydrodynamic provinces and oceanic connectivity from a transport network help designing marine reserves
arXiv:1407.6920 · doi:10.1002/2014GL059540
Abstract
Oceanic dispersal and connectivity have been identified as crucial factors for structuring marine populations and designing Marine Protected Areas (MPAs). Focusing on larval dispersal by ocean currents, we propose an approach coupling Lagrangian transport and new tools from Network Theory to characterize marine connectivity in the Mediterranean basin. Larvae of different pelagic durations and seasons are modeled as passive tracers advected in a simulated oceanic surface flow from which a network of connected areas is constructed. Hydrodynamical provinces extracted from this network are delimited by frontiers which match multi-scale oceanographic features. By examining the repeated occurrence of such boundaries, we identify the spatial scales and geographic structures that would control larval dispersal across the entire seascape. Based on these hydrodynamical units, we study novel connectivity metrics for existing reserves. Our results are discussed in the context of ocean biogeography and MPAs design, having ecological and managerial implications.
References in corpus (8)
- Community detection in graphs
- Maps of random walks on complex networks reveal community structure
- Resolution limit in community detection
- Comparing community structure identification
- Community detection algorithms: a comparative analysis
- Mixing structures in the Mediterranean Sea from Finite-Size Lyapunov Exponents
- How reliable are Finite-Size Lyapunov Exponents for the assessment of ocean dynamics?
- Lagrangian transport through an ocean front in the North-Western Mediterranean Sea
Cited by in corpus (19)
- Complex network approaches to nonlinear time series analysis
- Flow networks: A characterization of geophysical fluid transport
- Most probable paths in temporal weighted networks: An application to ocean transport
- Correlation networks from flows. The case of forced and time-dependent advection-diffusion dynamics
- Dominant transport pathways in an atmospheric blocking event
- Integration of biophysical connectivity in the spatial optimization of coastal ecosystem services
- Explicit and implicit network connectivity: Analytical formulation and application to transport processes
- Lagrangian geography of the deep Gulf of Mexico
- Spatio-temporal organization of dynamics in a two-dimensional periodically driven vortex flow: a Lagrangian flow network perspective
- Clustering coefficient and periodic orbits in flow networks
- Impact of climate change on surface stirring and transport in the Mediterranean Sea
- Lagrangian Flow Network approach to an open flow model
- Stability of the Malvinas Current
- Crossroads of the mesoscale circulation
- Edge anisotropy and the geometric perspective on flow networks
- State aggregations in Markov chains and block models of networks
- A perturbative approach to Lagrangian flow networks
- Characteristic signatures of Northern Hemisphere blocking events in a Lagrangian flow network representation of the atmospheric circulation
- Dynamics on networks. Case of Heterogeneous Opinion Status Model