  We use numerical simulations of the reactive Euler equations to analyze the
nonlinear stability of steady-state one-dimensional solutions for gaseous
detonations in the presence of both momentum and heat losses. Our results point
to a possible stabilization mechanism for the low velocity detonations in such
systems. The mechanism stems from the existence of a one-parameter family of
solutions found in Semenko et al. (Shock Waves 26 (2), 141-160, 2016).
