2015
DOI: 10.1016/j.epsl.2015.05.052
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Experimental investigation of the electrical behavior of olivine during partial melting under pressure and application to the lunar mantle

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Cited by 27 publications
(15 citation statements)
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“…The measured resistance corresponds to the response of the sample and the contribution of the electrodes (molybdenum squares, metallic wires, and cables). The latter corresponds to a value of 7.6 Ω over the entire temperature range (Pommier et al, ), and this value was subtracted from all resistance values of the samples. The analytical error on electrical conductivity values is determined by accounting for uncertainties on the sample dimensions (diameter and thickness of the sample from the Scanning Electron Microscopy [SEM] images) and the electrical resistance value (Table ).…”
Section: Experimental Methodsmentioning
confidence: 99%
“…The measured resistance corresponds to the response of the sample and the contribution of the electrodes (molybdenum squares, metallic wires, and cables). The latter corresponds to a value of 7.6 Ω over the entire temperature range (Pommier et al, ), and this value was subtracted from all resistance values of the samples. The analytical error on electrical conductivity values is determined by accounting for uncertainties on the sample dimensions (diameter and thickness of the sample from the Scanning Electron Microscopy [SEM] images) and the electrical resistance value (Table ).…”
Section: Experimental Methodsmentioning
confidence: 99%
“…Using illustrative values, R m ¼ 40 v=1 cm=s ð ÞL=300 km ð Þσ=10; 000 S=m ð Þ . Therefore, for a silicate dynamo to operate the electrical conductivity must exceed 10,000 S/m, more than 100 times higher than the highest values measured in silicate liquids at low pressure and temperature 8,9 , although less than typical metallic conductivity (10 6 S/m for the Earth's outer core).…”
mentioning
confidence: 87%
“…Allowing for upwelling of partial melt or infiltration of melt into grain boundaries or cracks, we should consider the porous flow governed by Darcy's law [McKenzie, 1984;Katz et al, 2007;Cagnioncle et al, 2007;Wilson et al, 2014] rather than the Stokes flow. However, it has yet to be studied whether numerical simulation allowing for the porous flow can cause the overturned flow in the mantle wedge and under which condition the overturn can occur.…”
Section: Overturn Of Electrically Conductive Plume and Back-arc Volcamentioning
confidence: 99%