M. J. Yap
Australian National University
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Featured researches published by M. J. Yap.
Review of Scientific Instruments | 2016
A. Wade; G. L. Mansell; T. McRae; S. Chua; M. J. Yap; R. L. Ward; B. J. J. Slagmolen; Daniel A. Shaddock; D. E. McClelland
With the recent detection of gravitational waves, non-classical light sources are likely to become an essential element of future detectors engaged in gravitational wave astronomy and cosmology. Operating a squeezed light source under high vacuum has the advantages of reducing optical losses and phase noise compared to techniques where the squeezed light is introduced from outside the vacuum. This will ultimately provide enhanced sensitivity for modern interferometric gravitational wave detectors that will soon become limited by quantum noise across much of the detection bandwidth. Here we describe the optomechanical design choices and construction techniques of a near monolithic glass optical parametric oscillator that has been operated under a vacuum of 10(-6) mbar. The optical parametric oscillator described here has been shown to produce 8.6 dB of quadrature squeezed light in the audio frequency band down to 10 Hz. This performance has been maintained for periods of around an hour and the system has been under vacuum continuously for several months without a degradation of this performance.
Journal of Physics: Conference Series | 2016
D. J. McManus; M. J. Yap; R. L. Ward; Daniel A. Shaddock; D. E. McClelland; B. J. J. Slagmolen
Second generation gravitational wave detectors are likely to be limited by Newtonian Noise at low frequencies. A dual torsion pendulum sensor aimed at exploring low- frequency gravitational-force noise is being studied at the ANU. This sensor is designed to measure local gravitational forces to high precision and will be limited by Newtonian noise. We report on a controls prototype which has been constructed and suspended, along with initial characterisation and testing of the two torsion pendulums. Large weights at the end of each bar reposition the centres of mass to the same point in space external to both bars. Since both bars have a common suspension point, resonant frequency (≈33.4 mHz), and centre of mass, mechanical disturbances and other noise will affect both bars in the same manner, providing a large mechanical common mode rejection.
Classical and Quantum Gravity | 2017
D. J. McManus; P. W. F. Forsyth; M. J. Yap; R. L. Ward; Daniel A. Shaddock; D. E. McClelland; B. J. J. Slagmolen