Baas, Jaco H. and Baker, Megan L. and Buffon, Patricia and Strachan, Lorna J. and Bostock, Helen C. and Hodgson, David and Eggenhuisen, Joris T. and Spychala, Yvonne T. (2022) 'Blood, lead and spheres: A hindered settling equation for sedimentologists based on metadata analysis.', The Depositional Record .
Abstract
A revision of the popular equation of Richardson and Zaki (1954a, Transactions of the Institute of Chemical Engineering, 32, 35–53) for the hindered settling of suspensions of non-cohesive particles in fluids is proposed, based on 548 data sets from a broad range of scientific disciplines. The new hindered settling equation enables predictions of settling velocity for a wide range of particle sizes and densities, and liquid densities and viscosities, but with a focus on sediment particles in water. The analysis of the relationship between hindered settling velocity and particle size presented here shows that the hindered settling effect increases as the particle size decreases, for example, a 50% reduction in settling velocity is reached for 0.025 mm silt and 4 mm pebbles at particle concentrations of 13% and 25% respectively. Moreover, hindered settling starts to influence the settling behaviour of sediment particles at volumetric concentrations of merely a few per cent. For example, the particle settling velocity in flows that carry 5% silt is reduced by at least 22%. These observations suggest that hindered settling greatly increases the efficiency of natural flows to transport sediment particles, but also particulate carbon and pollutants, such as plastics, over large distances.
Item Type: | Article |
---|---|
Full text: | (VoR) Version of Record Available under License - Creative Commons Attribution 4.0. Download PDF (Early view) (1051Kb) |
Status: | Peer-reviewed |
Publisher Web site: | https://doi.org/10.1002/dep2.176 |
Publisher statement: | This is an open access article under the terms of the Creative Commons Attribution License, which permits use, distribution and reproduction in any medium, provided the original work is properly cited. |
Date accepted: | 31 January 2022 |
Date deposited: | 03 May 2022 |
Date of first online publication: | 16 February 2022 |
Date first made open access: | 03 May 2022 |
Save or Share this output
Export: | |
Look up in GoogleScholar |