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Article ? AI-assigned paper type based on the abstract. Classification may not be perfect — flag errors using the feedback button. Tier 2 ? Original research — experimental, observational, or case-control study. Direct primary evidence. Marine & Wildlife Sign in to save

Settling of inertial nonspherical particles in wavy flow

Physical Review Fluids 2020 21 citations ? Citation count from OpenAlex, updated daily. May differ slightly from the publisher's own count. Score: 30 ? 0–100 AI score estimating relevance to the microplastics field. Papers below 30 are filtered from public browse.
Michelle H. DiBenedetto Laura Clark, Laura Clark, Laura Clark, Laura Clark, Michelle H. DiBenedetto Michelle H. DiBenedetto Michelle H. DiBenedetto Michelle H. DiBenedetto Michelle H. DiBenedetto Nicholas T. Ouellette, Michelle H. DiBenedetto Michelle H. DiBenedetto Michelle H. DiBenedetto Michelle H. DiBenedetto Jeffrey R. Koseff, Laura Clark, Laura Clark, Nicholas T. Ouellette, Nicholas T. Ouellette, Nicholas T. Ouellette, Nicholas T. Ouellette, Jeffrey R. Koseff, Jeffrey R. Koseff, Jeffrey R. Koseff, Jeffrey R. Koseff, Michelle H. DiBenedetto

Summary

Lab experiments showed that plastic particles of different shapes — rods, disks, and spheres — settle at different rates in wavy water, and waves can both speed up and slow down their sinking. Understanding how particle shape affects transport in ocean currents is key to predicting where microplastics accumulate.

Study Type Environmental

Motivated by the problem of microplastics in the ocean, we experimentally investigate settling of plastic rods, disks, and spheres in wavy flows. We find that particle average vertical velocity can both increase and decrease in waves, relative to particle settling velocity in quiescent flow. This variation is a function of flow inertia at the particle length scale, characterized by particle Reynolds number Re${}_{p}$, and also of particle shape. We find that even though the relative vertical velocities between particles and flow remain constant with Re${}_{p}$, the particles nonuniformly sample the flow as a function of particle shape and Re${}_{p}$.

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