09:15 〜 09:30
[SVC49-02] シリケイトメルトにおける気泡の合体:数学的定式化とその場観察実験
キーワード:気泡合体、気泡数密度、気泡サイズ分布
Bubble coalescence deeply affects the dynamics of conduit flow during volcanic eruptions by modifying the rheology of the magma and through the development of structural heterogeneity. To model bubble coalescence in silicate melts, we present a new set of equations that describe the efficiency of the coalescence process as a function of the timescales for diffusive growth and melt-film drainage from bubble-bubble interfaces. The frequency of bubble coalescence is controlled by the timescales of these two processes, which is in turn regulated by the composition and viscosity of the silicate melt. When the vesicularity is less than half, coalescence efficiency varies as a function of the diffusivity of degassing volatiles in melts. At higher vesicularity, the coalescence efficiency is controlled by the melt film drainage. The model predicts an exponential decay of the bubble number density (BND) with time and the exponential bubble size distribution (BSD) function at stagnant conditions, and is in good agreement with in-situ experimental observations of bubble coalescence in basaltic, andesitic and rhyodacitic melt for lower vesicularities. The formulation can be used to estimate an original value of BND formed by a nucleation event using BSDs measured by the textural analysis for pyroclasts which experienced the bubble coalescence. In addition, from values of slopes of approximated BSDs, we can estimate the timescale of magma ascent or the laps time from the onset of bubble coalescence to the quenching. These textural observations for original BNDs and magma ascent timescales allow us to understand roles played by bubble coalescence in cotrolling the eruption styles and the shifts, using the combined method of geophysical monitoring and modelling.