Contractive states and the standard quantum limit for monitoring free-mass positions

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Gravitational Waves, Interferometers, Quantum Mechanics, Wave Packets, Coherent Radiation, Radiation Distribution, Wave Functions

Scientific paper

The theoretical constraint placed on the resolution of the gravitational-wave interferometer (GWI) by the 'standard quantum limit' (SQL) is investigated analytically. The conventional expressions for minimum-uncertainty wave packets in masses are generalized using two-photon or twisted coherent states (TCS) of the radiation field. It is shown that freely evolving TCS with xi greater than 0 are contractive, with position uncertainty narrowed to a minimum equal to 1/(16 omega eta). From this it is inferred that the SQL is breachable: the positions of a free mass can be monitored without suffering any back action from the mass momentum and without violating the criteria of quantum demolition as originally defined by Braginskii and Vorontsov (1974). A thorough quantum-mechanical study of the GWI is considered necessary to resolve differences among these conclusions and those of other recent analyses.

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