Volcanic eruptions are dangerous and hard to image. To learn about their fluid dynamics we often have to develop methods to understand the dynamics from the deposits left after an eruption. In the blog post below, one of our graduate students, Mary Benage, describes techniques she developed to better understand the dynamics of pyroclastic density currents in Ecuador.
Tying textures of breadcrust bombs to their transport regime and cooling history
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The macro-scale model is a complex fluid dynamics model that
models the propagation and interaction of particles and gas (the two components
that make up the pyroclastic density currents (PDCs) that flow down a volcano
during eruption) as continuous phases, as a fluid. The two continua phases are
solved using the conservation equations and many other constitutive equations
(equations that tie the continua phases together and complete the conservation
equations for the specific gas and particle phases). These two phases make up
the Eulerian-Eulerian component of the model. The Lagrangian approach allows
individual, larger pyroclasts to be tracked throughout the current. The
Lagrangian approach is one-way coupled to the fluid phases. Through the
Lagrangian component we can track pyroclasts through their transport regime
(projectile pyroclast or pdc pyroclast) and thus the thermal history of the
particle. The tracked environment of the particle is used in the clast-scale
model that solves a one-dimensional heat equation (we are assuming the rocks
are perfect spheres) coupled to a viscosity model. The viscosity model we use
is from Giordano et al. (2008) that developed a model of magma viscosity from
experiments on magma of varying composition, dissolved water concentration, and
temperature. This is the part of the model where the cooling of the pyroclast
is calculated and this depends on the path of the pyroclast such as its
velocity or surrounding temperature. The third component of the model is the
micro-scale bubble growth model that is dependent on the pyroclast composition,
amount of dissolved water, temperature, and viscosity. We modify the bubble
growth model of Proussevitch et al. (1993) for this part of the model. This
component is crucial as it allows the model to quantify rind thickness, which
is established as the radial component with the smallest bubbles.
Through this 3-component model, we track and calculate how
the transport (projectile pyroclast versus a pyroclast entrained in a
pyroclastic density current) and thermal history of a pyroclast affects the
temperature, viscosity, bubble size, and bubble growth rate that results in
varying rind thicknesses. A clast that cools quickly has an increase in
viscosity that slows or freezes bubble growth and a low-vesicularity rind is
formed. If the clast stays relatively hot (its thermal environment is hot),
then the bubbles are not restricted and grow to their a priori final size
(numerically for the bubble growth model there is a calculated final bubble
size). Through the model we determine the timescales of cooling and bubble
growth are important in the formation of the rind. The morphology or lack of
bubbles found in these breadcrust bombs can provide information about the
cooling history or transport of these clasts. Our results show that not only
does initial dissolved water content control rind thickness (which has already
been shown through texture and chemical analyses) but also that the transport
regime and surrounding environment (e.g. temperature) play a role in the rind
thickness of these clast. The results of the model informs us that we need to
examine breadcrust bombs more carefully as they may provide critical
information about an eruption. We believe understanding the formation of these
bombs can provide information about pre-eruptive conditions as well as
transport history. There is still a lot of work to be done but the model
suggests there is still more information these peculiar clasts hold about an
eruption and the currents generated by the eruption. Further work will be
mapping out these breadcrust bombs and analyzing their textures in detail at
other locations.
We are currently applying this model to
the deposits from the 2006 eruption of Tungurahua volcano in Ecuador. We will
use the model to understand the cooling history and pyroclastic density
dynamics of the eruption.
About Mary
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