A general non-equilibrium formalism for optomechanical forces on lossy bodies recovers Casimir and radiation pressure limits and predicts a purely quantum force from anisotropic squeezed vacuum relying only on second-order field correlations.
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A protocol for dissipative stabilization of Gaussian mechanical states in multimode optomechanics via a single squeezed reservoir that approximates a prior ideal model and generates rectangular-graph cluster states.
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Quantum optomechanics of lossy bodies: general approach and structured squeezed vacuum effects
A general non-equilibrium formalism for optomechanical forces on lossy bodies recovers Casimir and radiation pressure limits and predicts a purely quantum force from anisotropic squeezed vacuum relying only on second-order field correlations.
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Multimode Gaussian steady state engineering in optomechanical systems with a squeezed reservoir
A protocol for dissipative stabilization of Gaussian mechanical states in multimode optomechanics via a single squeezed reservoir that approximates a prior ideal model and generates rectangular-graph cluster states.