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Liliya Khatmullina

Researcher at Shirshov Institute of Oceanology

Publications -  10
Citations -  942

Liliya Khatmullina is an academic researcher from Shirshov Institute of Oceanology. The author has contributed to research in topics: Settling & Microplastics. The author has an hindex of 7, co-authored 10 publications receiving 458 citations. Previous affiliations of Liliya Khatmullina include Immanuel Kant Baltic Federal University.

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The physical oceanography of the transport of floating marine debris

Erik van Sebille, +41 more
TL;DR: In this paper, the authors comprehensively discuss what is known about the different processes that govern the transport of floating marine plastic debris in both the open ocean and the coastal zones, based on the published literature and referring to insights from neighbouring fields such as oil spill dispersion, marine safety recovery, plankton connectivity, and others.
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Settling velocity of microplastic particles of regular shapes.

TL;DR: The effect of particle's shape on its settling velocity is highlighted, indicating the need of further experiments with real marine microplastics of different shapes and the necessity of the development of reasonable parameterization of microplastic settling for proper modeling of their transport in the water column.
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Anthropogenic fibres in the Baltic Sea water column: Field data, laboratory and numerical testing of their motion.

TL;DR: These experiments are the first step towards modelling of transport of fibres in marine environment and they seem to reproduce the main features of fibre distribution quite well, including their very slow sinking and their low re-suspension threshold.
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Anthropogenic microlitter in the Baltic Sea water column.

TL;DR: Water samples collected in 6 research cruises in 2015-2016 in the Bornholm, Gdansk, and Gotland basins were analysed and distribution of particles over depths, types, and geographical regions is presented.
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Transport of marine microplastic particles: why is it so difficult to predict?1

TL;DR: In this paper, the authors show that the entire MP ensemble at every time instant can be characterized by continuous distributive distribution, and that MPs exhibit wide ranges of densities, sizes, and shapes.