Shock Breakout in Dense Mass Loss: Luminous Supernovae
Roger A. Chevalier, Christopher M. Irwin

TL;DR
This paper models shock breakout in dense circumstellar media around supernovae, explaining different light curve behaviors based on the medium's extent and density, and applies the model to specific supernovae.
Contribution
It introduces a self-similar solution for shock propagation in dense, opaque circumstellar media, linking physical parameters to observable supernova light curves.
Findings
Different light curve rise times depend on the circumstellar medium's extent and density.
SN 2006gy is an example of a shock breakout with extended dense mass loss.
SN 2010gx exemplifies a breakout with compact dense mass loss.
Abstract
We examine the case where a circumstellar medium around a supernova is sufficiently opaque that a radiation dominated shock propagates in the circumstellar region. The initial propagation of the shock front into the circumstellar region can be approximated by a self-similar solution that determines the radiative energy in a shocked shell; the eventual escape of this energy gives the maximum luminosity of the supernova. If the circumstellar density is described by \rho=Dr^{-2} out to a radius R_w, where D is a constant, the properties of the shock breakout radiation depend on R_w and R_d\equiv\kappa Dv_{sh}/c, where \kappa is the opacity and v_{sh} is the shock velocity. If R_w>R_d, the rise to maximum light begins at ~ R_d/v_{sh}; the duration of the rise is also ~ R_d/v_{sh}; the outer parts of the opaque medium are extended and at low velocity at the time of peak luminosity; and a…
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