A globally well-defined phenomenological spectral density is proposed for the bath that reproduces near-resonance non-Ohmic power-law behavior, yields a nonlocal mechanical susceptibility with analytic poles encoding the linewidth, and enables reconstruction of the full susceptibility via homodyne-d
Λθ(ω) ˜Fext(ω) ˜X(mech,coh) θ,out (ω) # , (60) and Jk(ω) = Im[Σ(ω)] =−Im
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Modeling the non-Markovian Brownian motion of an optomechanical resonator
A globally well-defined phenomenological spectral density is proposed for the bath that reproduces near-resonance non-Ohmic power-law behavior, yields a nonlocal mechanical susceptibility with analytic poles encoding the linewidth, and enables reconstruction of the full susceptibility via homodyne-d