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Title

Rheological flow laws for multiphase magmas: An empirical approach

Authors
Pistone, Mattia
Cordonnier, Benoît
Ulmer, Peter
Published in Journal of Volcanology and Geothermal Research. 2016, vol. 321, p. 158-170
Abstract The physical properties of magmas play a fundamental role in controlling the eruptive dynamics of volcanoes. Magmas are multiphase mixtures of crystals and gas bubbles suspended in a silicate melt and, to date, no flow laws describe their rheological behaviour. In this study we present a set of equations quantifying the flow of high-viscosity (> 105 Pa·s) silica-rich multiphase magmas, containing both crystals (24–65 vol.%) and gas bubbles (9–12 vol.%). Flow laws were obtained using deformation experiments performed at high temperature (673–1023 K) and pressure (200–250 MPa) over a range of strain-rates (5 · 10− 6 s− 1 to 4 · 10− 3 s− 1), conditions that are relevant for volcanic conduit processes of silica-rich systems ranging from crystal-rich lava domes to crystal-poor obsidian flows. We propose flow laws in which stress exponent, activation energy, and pre-exponential factor depend on a parameter that includes the volume fraction of weak phases (i.e. melt and gas bubbles) present in the magma.
Keywords Multiphase magmasBubblesCrystalsMeltRheologyEmpirical flow laws
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Full text
Structures
Research group Petrology and Volcanology
Project H2020: FEVER
Citation
(ISO format)
PISTONE, Mattia et al. Rheological flow laws for multiphase magmas: An empirical approach. In: Journal of Volcanology and Geothermal Research, 2016, vol. 321, p. 158-170. https://archive-ouverte.unige.ch/unige:87480

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Deposited on : 2016-09-19

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