1999
DOI: 10.1016/s0375-9601(99)00785-9
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Thermodynamical fluctuations and photo-thermal shot noise in gravitational wave antennae

Abstract: Thermodynamical fluctuations of temperature in mirrors of gravitational wave antennae are transformed through thermal expansion coefficient into additional noise. This source of noise, which may also be interpreted as fluctuations due to thermoelastic damping, may not be neglected and leads to the necessity to reexamine the choice of materials for the mirrors. Additional source of noise are fluctuations of the mirrors' surfaces caused by optical power absorbed in dielectrical reflective layers.

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Cited by 239 publications
(269 citation statements)
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“…Our results agree well with the thermoelastic-damping noise predictions of Braginsky, et al [1] and Cerdonio, et al [2], which have been used to predict the astrophysical reach of advanced interferometric gravitational wave detectors. …”
supporting
confidence: 90%
“…Our results agree well with the thermoelastic-damping noise predictions of Braginsky, et al [1] and Cerdonio, et al [2], which have been used to predict the astrophysical reach of advanced interferometric gravitational wave detectors. …”
supporting
confidence: 90%
“…In all position sensors, extraneous thermal fluctuations pose a fundamental limit to the achievable imprecision. In cavity-optomechanical sensors, the main sources of extraneous imprecision arise from thermomechanical [279,280] and thermodynamic fluctuations of the cavity substrate [281][282][283][284]. These result in excess cavity frequency noise,S imp,ex ω , and limit the measurement rate to…”
Section: Measurement At the Thermal Decoherence Ratementioning
confidence: 99%
“…When refractive index fluctuations and volume fluctuations are caused by underlying thermodynamic causes, these two contributions lead to thermorefractive (TRN) [283] and thermoelastic (TEN) [282] frequency noise.…”
Section: Imprecision Due To Cavity Substrate Noisementioning
confidence: 99%
“…On the other hand, a combination of the dual-color and dualpolarization approaches in an anisotropic material (e.g., MgF 2 ) can further enhance the temperature sensitivity. Furthermore, our dual-color technique strongly rejects noise from thermal expansion fluctuations and vibrations, giving us the ability to measure the mode-averaged temperature with a resolution below that of the fundamental thermal temperature fluctuations [16,26,27].The frequency of a WG mode depends on temperature through (a) the temperature dependence of the refractive index (thermooptic effect) as well as (b) the thermal expansion of the resonator. The first dependence leads to sensitivity to the temperature solely within the optical mode, whereas in the latter, the mode frequency depends on the temperature distribution throughout the entire resonator volume.…”
mentioning
confidence: 99%
“…On the other hand, a combination of the dual-color and dualpolarization approaches in an anisotropic material (e.g., MgF 2 ) can further enhance the temperature sensitivity. Furthermore, our dual-color technique strongly rejects noise from thermal expansion fluctuations and vibrations, giving us the ability to measure the mode-averaged temperature with a resolution below that of the fundamental thermal temperature fluctuations [16,26,27].…”
mentioning
confidence: 99%