Abstract
Abstract. A numerical scheme to perform data assimilation of concentration measurements in Lagrangian models is presented, along with its first implementation called Ocean Plastic Assimilator, which aims to improve predictions of the distributions of plastics over the oceans. This scheme uses an ensemble method over a set of particle dispersion simulations. At each step, concentration observations are assimilated across the ensemble members by switching back and forth between Eulerian and Lagrangian representations. We design two experiments to assess the scheme efficacy and efficiency when assimilating simulated data in a simple double-gyre model. Analysis convergence is observed with higher accuracy when lowering observation variance or using a circulation model closer to the real circulation. Results show that the distribution of the mass of plastics in an area can effectively be improved with this simple assimilation scheme. Direct application to a real ocean dispersion model of the Great Pacific Garbage Patch is presented with simulated observations, which gives similarly encouraging results. Thus, this method is considered a suitable candidate for creating a tool to assimilate plastic concentration observations in real-world applications to estimate and forecast plastic distributions in the oceans. Finally, several improvements that could further enhance the method efficiency are identified.
Highlights
Plastic pollution reveals itself to be an urgent matter if humans are to preserve their oceans
This paper introduces Ocean Plastic Assimilator v0.2, a numerical scheme developed to assimilate plastic concentration data into 2D Lagrangian dispersion models
We are in a position where we understand the flow of the reference situation correctly, but we do not know the total mass of plastics drifting
Summary
Plastic pollution reveals itself to be an urgent matter if humans are to preserve their oceans. It is used to assess and improve our ability to perform the largest cleanup in history This framework, the results of which are presented in Lebreton et al (2018), is built upon the Pol3DD Lagrangian dispersion model and presented in Lebreton et al (2012). In this model, virtual particles representing plastics are generated and let drift over time using current data extracted from the oceanic circulation modeling system HYCOM (HYbrid Coordinate Ocean Model; see Bleck, 2002). Results from this model are compared with two other plastic forecast models in van Sebille et al (2015)
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