HR: 11:20h
AN: T21F-05 [PDF]
TI: Chemical relaxation and seismic attenuation across a phase transition
AU: * Matas, J
EM: jan.matas@ens-lyon.fr
AF: ENS Lyon / CNRS, 46 allee d'Italie, Lyon, 69007
France
AU: Guyot, F
EM: guyot@lmcp.jussieu.fr
AF: Universite Paris 6 /IPGP, 4 place Jussieu, Paris, 75005
France
AU: Ricard, Y
EM: yanick.ricard@ens-lyon.fr
AF: ENS Lyon / CNRS, 46 allee d'Italie, Lyon, 69007
France
AB:
Values of mantle thermodynamic properties are often deduced indirectly through
seismological and geodynamical experiments that cover a large range of
characteristic times. We show that due to phase transitions, the
incompressibilities obtained by these experiments could be very different.
Experimental probes faster than phase transformation kinetics sample unrelaxed
properties at constant compositions. On the contrary, slow experiments sample
relaxed properties at compositions maintaining thermodynamic equilibrium.
We illustrate these concepts by using the example of the olivine-wadsleyite
phase change that takes place around 410 km depth. We compute the
incompressibility, attenuation and Bullen parameter as a function of
kinetic rate of the transformation. We show that the compressional quality
factor $Q_K$ of mantle material undergoing a phase change can be as low as
0.6 when characteritic times of the phase kinetics and geophysical probes
are comparable. Assuming that the characteristic time of olivine to
wadsleyite transformation under average mantle temperatures is between
3 hours and 3 months, we show that the chemical relaxation can be
a significant source of dissipation and of energy sink for slow processes
(normal modes, tides or Chandler wobble). Using the example of normal modes
we show that the compressional quality factor can be significantly low
($Q_K \sim$100) even if the sampled values of $K_S$ are close to the
unrelaxed ones. If the phase change kinetics is faster than 3 hours, the
chemical dissipation can significantly affect probes even on seismic
periods.
DE: 3909 Elasticity and anelasticity
DE: 3919 Equations of state
DE: 3939 Physical thermodynamics
DE: 5144 Wave attenuation
SC: Tectonophysics [T]
MN: 2003 Fall Meeting