Compression melting in subduction zones

Magmatism at convergent plate boundaries is related to processes associated with subduction, where H₂O brought into the mantle is thought to play an essential role in producing the melts. One of the important aspects of the melting of hydrous systems is that the rock packet can melt during compression corresponding to a gentle or negative dT/dP slope of the solidus curve at relatively low temperatures. Here, the effects of compression on batch and fractional melting of hydrous peridotites in the mantle wedge of subduction zones are estimated, taking account of the flow pattern, energy balance and phase equilibrium constraints. The results show that a significant amount of melt, comparable to the eruption rate on volcanic arcs, can be produced in the downward flow along the plate. Further studies on distribution and transportation of H₂O in the mantle wedge and melt segregation processes are required to estimate the importance of compression melting.     

Analytical representation of phase characteristics for source time function modeled by stochastic impulse train

In order to discuss the relationship between the lower and higher frequency components of earthquake source spectra, we deal with impulse train model as source time function of earthquake, because spectral characteristics of source time function depend on occurrence times of impulse function which corresponds to small extent on the fault. Then, the spectral characteristics of source time function are obtained analytically and numerically from the stochastic viewpoints: namely, on one hand, the trend of impulse train dominates the frequency characteristics in low frequency range, and on the other hand, the fluctuation from the trend settles high frequency range. Furthermore, it is shown that the spectral properties of source time function can be determined using only two parameters which are number of impulses n and the probability density function of occurrence time of impulses f_T(t).