# [SVC41-P22] The Discharge rate of water-dominated plume after the phreatic eruption in 2014 at Mt.Ontake

Keywords:phreatic eruption, ground deformation, hydrothermal system, SAR

We obtained heat flux of the plume using plume-rise method (Kagiyama 1978). Then, the discharge rate can be estimated by dividing the heat flux by latent heat of water. For this estimation, we used images of a visible camera at Takigoshi station directly viewing the rising plume from eruptive vents. These are resampled at every 10 seconds from video record between 2014/12/01-2017/03/31 by Japan Meteorological Agency.

The estimate results showed the exponential decay of the discharge rate after the eruption. Specifically, the discharge rate seems to be constant (100 kg/sec) from June 2015. Integrating the previously estimated discharge rate between September-November 2014 with those in this study, a total discharged mass is about 1.2e+10 kg between 2014/09/28-2017/03/31, which is the same order of magnitude as 3-years values of 1.8e+10 kg after Kuju 1995 eruption (Nakaboh et al. 2003).

Comparison between the mass loss (M

_{def}) corresponding to the deflation volume (dV) and discharged mass of the plume (M

_{out}) showed that M

_{def}was one order of magnitude larger than M

_{out}. To calculate M

_{def}based on the deflation volume, we used the relation (Segall 2010): M

_{def}= D dV (1+B

_{f}/B

_{c}) where D is mean density of the liquid-vapor mixture of water, dV is the deflation volume, B

_{f}is mean compressibility of the mixture and B

_{c}is compressibility of the deformation source. The discrepancy can arise from infiltration of water associated with the deflation within the volcanic edifice, heterogeneous distribution of 2-phase zone, and model-dependent problem of cavity source model. For further investigation, we will need to evaluate the influences of the factors mentioned above by using numerical models for simulating the decompression process of the hydrothermal reservoir.