Memory effects in wave-induced microplastic transport
Mary Eby, Cathal Cummins

TL;DR
This paper investigates how memory effects, specifically the Basset-Boussinesq history force, influence the transport of microplastics by ocean waves, extending models to larger particles and identifying regimes where these effects are significant.
Contribution
The study introduces a multistep integration scheme to include history effects in microplastic transport models, enabling analysis of larger particles and providing regime maps for when these effects are important.
Findings
Memory effects become dominant when S exceeds 0.25.
History effects increase transport distances and orbit shearing.
Critical Stokes number is about three times smaller than classical estimates.
Abstract
Microplastics are transported by ocean surface waves in ways that depart significantly from the Stokes drift of fluid parcels, and accurate modeling of this transport requires accounting for forces beyond linear drag. Existing modeling of microplastic transport often neglect the Basset-Boussinesq history force, effectively limiting their use to the smallest particle sizes. Here, we extend the applicability of these models by implementing the history term with a multistep integration scheme, allowing us to capture the transport of larger microplastics in linear surface waves of arbitrary depth. We quantify when the Basset-Boussinesq history force significantly affects microplastic transport by surface gravity waves. We show that memory effects become the leading-order horizontal drag once exceeds a critical value , where is the Stokes number and…
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Taxonomy
TopicsOcean Waves and Remote Sensing · Coastal and Marine Dynamics · Oceanographic and Atmospheric Processes
