CO2 is relatively insoluble in basaltic magma at low crustal pressures. It
therefore exists as a gas phase in the form of bubbles in shallow crustal r
eservoirs. Over time these bubbles may separate gravitationally from the ma
gma in the chamber. As a result, any new magma which recharges the chamber
from deeper in the crust may be more bubble-rich and hence of lower density
than the magma in the chamber. Using scaling arguments, we show that for t
ypical recharge fluxes, such a source of low-viscosity, bubble-rich basalt
may generate a turbulent bubble plume within the chamber. We also show that
the bubbles are typically sufficiently small to have a low Reynolds number
and to remain in the Row. We then present a series of analogue laboratory
experiments which identify that the motion of such a turbulent bubble-drive
n line plume is well described by the classical theory of buoyant plumes. U
sing the classical plume theory we then examine the effect of the return fl
ow associated with such bubble plumes on the mixing and redistribution of b
ubbles within the chamber. Using this model, we show that a relatively deep
bubbly layer of magma may form below a thin foam layer at the roof. If, as
an eruption proceeds, there is a continuing influx at the base of the cham
ber, then our model suggests that the bubble content of the bubbly layer ma
y gradually increase. This may lead to a transition from lava flow activity
to more explosive fire-fountaining activity. The foam layer at the top of
the chamber may provide a flux for the continual outgassing from the flanks
of the volcano [Ryan, Am. Geophys. Union Geophys. Monogr. 91 (1990)] and i
f it deepens sufficiently it may contribute to the eruptive activity [Vergn
iolle and Jaupart, J. Geophys. Res. 95 (1990) 2793-3001]. (C) 2001 Elsevier
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