Closure-channel identifiability and two-channel recovery in monatomic kinetic normal shocks
This paper demonstrates that while heat-flux residuals alone cannot uniquely identify the fourth-order closure variables in monatomic kinetic normal shocks due to a one-dimensional null space, combining them with a sparse scalar-excess budget enables accurate two-channel reconstruction of the tensorial anisotropy and isotropic tail intensity, significantly reducing recovery errors across various collision models.