897 research outputs found
Quantum correlation measurements in interferometric gravitational wave detectors
Quantum fluctuations in the phase and amplitude quadratures of light set limitations on the sensitivity of modern optical instruments. The sensitivity of the interferometric gravitational-wave detectors, such as the Advanced Laser Interferometer Gravitational-Wave Observatory (LIGO), is limited by quantum shot noise, quantum radiation pressure noise, and a set of classical noises. We show how the quantum properties of light can be used to distinguish these noises using correlation techniques. Particularly, in the first part of the paper we show estimations of the coating thermal noise and gas phase noise, hidden below the quantum shot noise in the Advanced LIGO sensitivity curve. We also make projections on the observatory sensitivity during the next science runs. In the second part of the paper we discuss the correlation technique that reveals the quantum radiation pressure noise from the background of classical noises and shot noise. We apply this technique to the Advanced LIGO data, collected during the first science run, and experimentally estimate the quantum correlations and quantum radiation pressure noise in the interferometer
First demonstration of electrostatic damping of parametric instability at advanced LIGO
Interferometric gravitational wave detectors operate with high optical power in their arms in order to achieve high shot-noise limited strain sensitivity. A significant limitation to increasing the optical power is the phenomenon of three-mode parametric instabilities, in which the laser field in the arm cavities is scattered into higher-order optical modes by acoustic modes of the cavity mirrors. The optical modes can further drive the acoustic modes via radiation pressure, potentially producing an exponential buildup. One proposed technique to stabilize parametric instability is active damping of acoustic modes. We report here the first demonstration of damping a parametrically unstable mode using active feedback forces on the cavity mirror. A 15 538 Hz mode that grew exponentially with a time constant of 182 sec was damped using electrostatic actuation, with a resulting decay time constant of 23 sec. An average control force of 0.03 nN was required to maintain the acoustic mode at its minimum amplitude
InSight: Measuring the Martian Heat Flow Using the Heat Flow and Physical Properties Package (HP^3)
A SCUBA survey of Orion, the low-mass end of the core mass function
We have re-analysed all of the SCUBA archive data of the Orion star-forming
regions. We have put together all of the data taken at different times by
different groups. Consequently we have constructed the deepest submillimetre
maps of these regions ever made. There are four regions that have been mapped:
Orion A North & South, and Orion B North & South. We find that two of the
regions, Orion A North and Orion B North, have deeper sensitivity and
completeness limits, and contain a larger number of sources, so we concentrate
on these two. We compare the data with archive data from the Spitzer Space
Telescope to determine whether or not a core detected in the submillimetre is
pre-stellar in nature. We extract all of the pre-stellar cores from the data
and make a histogram of the core masses. This can be compared to the stellar
initial mass function (IMF). We find the high-mass core mass function follows a
roughly Salpeter-like slope, just like the IMF, as seen in previous work. Our
deeper maps allow us to see that the core mass function (CMF) turns over at ~
1.3 Mo, about a factor of 4 higher than our completeness limit. This turnover
has never previously been observed, and is only visible here due to our much
deeper maps. It mimics the turnover seen in the stellar IMF at ~ 0.1 Mo. The
low-mass side of the CMF is a power-law with an exponent of 0.35 +/- 0.2, which
is consistent with the low-mass slope of the young cluster IMF of 0.3 +/- 0.1.
This shows that the CMF continues to mimic the shape of the IMF all the way
down to the lower completeness limit of these data at ~ 0.3 Mo.Comment: 9 pages, inc. 6 figures (+ Appendix; 1 Table = 6 pages
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