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An improved quantitative measure of the tendency for volcanic ash plumes to form in water: implications for the deposition of marine ash beds

An improved quantitative measure of the tendency for volcanic ash plumes to form in water: implications for the deposition of marine ash beds
An improved quantitative measure of the tendency for volcanic ash plumes to form in water: implications for the deposition of marine ash beds
Laboratory experiments and numerical simulations have shown that volcanic ash particles immersed in water can either settle slowly and individually, or rapidly and collectively as particle-laden plumes. The ratio of timescales for individual and collective settling, in the form of analytical expressions, provides a dimensionless quantitative measure of the tendency for such plumes to grow and persist which has important implications for determining particle residence times and deposition rates. However, existing measures in the literature assume that collective settling obeys Stokes' law and is therefore controlled by the balance between gravitational forces and viscous drag, despite plume development actually being controlled by the balance between gravitational forces and inertial drag even in the absence of turbulence during early times. This paper presents a new measure for plume onset which takes into account the inertial drag-controlled (rather than viscous drag-controlled) nature of plume growth and descent. A parameter study comprising a set of numerical simulations of small-scale volcanic ash particle settling experiments highlights the effectiveness of the new measure and, by comparison with an existing measure in the literature, also demonstrates that the timescale of collective settling is grossly under-estimated when assuming that plume development is slowed by viscous drag. Furthermore, the formulation of the new measure means that the tendency for plumes to form can be estimated from the thickness and concentration of the final deposit; the magnitude and duration of particle flux across the water's surface do not need to be known. The measure therefore permits the residence times of particles in a large body of water to be more accurately and practically determined, and allows the improved interpretation of layers of volcaniclastic material deposited at the seabed.
ash plumes, settling rates, volcaniclastic deposits, computational modelling, numerical simulations, vertical density currents
0377-0273
114-124
Jacobs, Christian T.
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Goldin, Tamara J.
46442082-a3f1-4716-af72-78505e7a8cb0
Collins, Gareth S.
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Piggott, Matthew D.
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Kramer, Stephan C.
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Melosh, H. Jay
11c9892a-0e03-4762-91d9-8083f62af00e
Wilson, Cian R.G.
bd0434b1-7d0d-4f3a-96e1-7bdb5d35372e
Allison, Peter A.
f1222902-6cc7-4b74-a7df-dbd055f00a96
Jacobs, Christian T.
7c66a8a5-7b13-4511-8946-20149fe188d9
Goldin, Tamara J.
46442082-a3f1-4716-af72-78505e7a8cb0
Collins, Gareth S.
28f188f7-3376-4176-be47-1018c95f6f9f
Piggott, Matthew D.
ecfbaf4c-61ab-4a5e-82af-fdd9e34f36c8
Kramer, Stephan C.
c5ea03f2-b916-4440-b9bd-180aeba2485a
Melosh, H. Jay
11c9892a-0e03-4762-91d9-8083f62af00e
Wilson, Cian R.G.
bd0434b1-7d0d-4f3a-96e1-7bdb5d35372e
Allison, Peter A.
f1222902-6cc7-4b74-a7df-dbd055f00a96

Jacobs, Christian T., Goldin, Tamara J., Collins, Gareth S., Piggott, Matthew D., Kramer, Stephan C., Melosh, H. Jay, Wilson, Cian R.G. and Allison, Peter A. (2015) An improved quantitative measure of the tendency for volcanic ash plumes to form in water: implications for the deposition of marine ash beds. Journal of Volcanology and Geothermal Research, 290, 114-124. (doi:10.1016/j.jvolgeores.2014.10.015).

Record type: Article

Abstract

Laboratory experiments and numerical simulations have shown that volcanic ash particles immersed in water can either settle slowly and individually, or rapidly and collectively as particle-laden plumes. The ratio of timescales for individual and collective settling, in the form of analytical expressions, provides a dimensionless quantitative measure of the tendency for such plumes to grow and persist which has important implications for determining particle residence times and deposition rates. However, existing measures in the literature assume that collective settling obeys Stokes' law and is therefore controlled by the balance between gravitational forces and viscous drag, despite plume development actually being controlled by the balance between gravitational forces and inertial drag even in the absence of turbulence during early times. This paper presents a new measure for plume onset which takes into account the inertial drag-controlled (rather than viscous drag-controlled) nature of plume growth and descent. A parameter study comprising a set of numerical simulations of small-scale volcanic ash particle settling experiments highlights the effectiveness of the new measure and, by comparison with an existing measure in the literature, also demonstrates that the timescale of collective settling is grossly under-estimated when assuming that plume development is slowed by viscous drag. Furthermore, the formulation of the new measure means that the tendency for plumes to form can be estimated from the thickness and concentration of the final deposit; the magnitude and duration of particle flux across the water's surface do not need to be known. The measure therefore permits the residence times of particles in a large body of water to be more accurately and practically determined, and allows the improved interpretation of layers of volcaniclastic material deposited at the seabed.

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Jacobs_etal_2015_author_accepted_manuscript.pdf - Accepted Manuscript
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Accepted/In Press date: 22 October 2014
e-pub ahead of print date: 6 November 2014
Published date: 1 January 2015
Keywords: ash plumes, settling rates, volcaniclastic deposits, computational modelling, numerical simulations, vertical density currents
Organisations: Physics & Astronomy

Identifiers

Local EPrints ID: 394555
URI: http://eprints.soton.ac.uk/id/eprint/394555
ISSN: 0377-0273
PURE UUID: 9b7d9d7a-d77a-4765-9b08-d20146c3447d

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Date deposited: 17 May 2016 09:05
Last modified: 15 Mar 2024 00:26

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Contributors

Author: Christian T. Jacobs
Author: Tamara J. Goldin
Author: Gareth S. Collins
Author: Matthew D. Piggott
Author: Stephan C. Kramer
Author: H. Jay Melosh
Author: Cian R.G. Wilson
Author: Peter A. Allison

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