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We investigate the dynamics brought on by an impulse perturbation in twoinfinite-range quantum Ising models coupled to each other and to a dissipativebath. We show that, if dissipation is faster the higher the excitation energy,the pulse perturbation cools down the low-energy sector of the system, at theexpense of the high-energy one, eventually stabilising a transientsymmetry-broken state at temperatures higher than the equilibrium critical one.Such non-thermal quasi-steady state may survive for quite a long time after thepulse, if the latter is properly tailored.

Dissipative cooling induced by pulse perturbations