We revisit the study of amplitude oscillations in a pair condensate of fermions after an interaction quench, and generalize it to nonzero temperature. For small variations of the order parameter, we show that the energy transfer during the quench determines both the asymptotic pseudoequilibrated value of the order parameter and the magnitude of the oscillations, after multiplication by, respectively, the static response of the order parameter and spectral weight of the pair-breaking threshold. Since the energy transferred to the condensed pairs decreases with temperature as the superfluid contact, the oscillations eventually disappear at the critical temperature. For deeper quenches, we generalize the regimes of persistent oscillations and monotonic decay to nonzero temperatures, and explain how they become more abrupt and are more easily entered at high temperatures when the ratio of the initial to final gap either diverges, when quenching toward the normal phase, or tends to zero, when quenching toward the superfluid phase. Our results are directly relevant for existing and future experiments on the nonequilibrium evolution of Fermi superfluids near the phase transition.

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• BCS-BEC crossover
• Fermi gases
• Quantum quench
• Superfluids
• Ultracold gases