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Dive into the research topics where E. Oelker is active.

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Featured researches published by E. Oelker.


New Journal of Physics | 2012

Structural thermal noise in gram-scale mirror oscillators

A. R. Neben; T. P. Bodiya; C. C. Wipf; E. Oelker; T. R. Corbitt; N. Mavalvala

The thermal noise associated with mechanical dissipation is a ubiquitous limitation to the sensitivity of precision experiments ranging from frequency stabilization to gravitational wave interferometry. We report on the thermal noise limits to the performance of 1gm mirror oscillators that are part of a cavity optomechanics experiment to observe quantum radiation pressure noise. Thermal noise limits the observed cavity displacement spectrum from 80Hz to 5kHz. We present a calculation of the thermal noise, based on finite element analysis of the dissipation due to structural damping, and find it to be in excellent agreement with the experimental result. We conclude with the predicted thermal noise for an improved oscillator design, which should be capable of revealing the noise that arises from quantum backaction in this system.


Optica | 2016

Ultra-low phase noise squeezed vacuum source for gravitational wave detectors

E. Oelker; G. Mansell; M. Tse; John B. Miller; F. Matichard; L. Barsotti; P. Fritschel; D. E. McClelland; M. Evans; N. Mavalvala

Squeezed states of light are a valuable resource for reducing quantum noise in precision measurements. Injection of squeezed vacuum states has emerged as an important technique for reducing quantum shot noise, which is a fundamental limitation to the sensitivity of interferometric gravitational wave detectors. Realizing the most benefit from squeezed-state injection requires lowering optical losses and also minimizing squeezed quadrature fluctuations—or phase noise—to ensure that the large noise in the anti-squeezed quadrature does not contaminate the measurement quadrature. Here, we present an audio band squeezed vacuum source with 1.3−0.5+0.7 mrad of phase noise. This is a nearly tenfold improvement over previously reported measurements, improving prospects for squeezing enhancements in current and future gravitational wave detectors.


Frontiers in Optics | 2015

Demonstration of Frequency Dependent Squeezing in the Audio Frequency Band

T. Isogai; E. Oelker; John B. Miller; M. Tse; L. Barsotti; N. Mavalvala; M. Evans

We use a high finesse optical cavity to rotate squeezed light quadrature as function of frequency in the audio band, which is suitable for improving the sensitivity of gravitational-wave detectors over a wide frequency band.


Physical Review Letters | 2016

Audio-Band Frequency-Dependent Squeezing for Gravitational-Wave Detectors.

E. Oelker; T. Isogai; J. D. B. Miller; M. Tse; L. Barsotti; N. Mavalvala; M. Evans


conference on lasers and electro optics | 2016

A squeezed light source for advanced gravitational wave detectors

E. Oelker; T. Isogai; M. Tse; G. Mansell; John B. Miller; F. Matichard; P. Fritschel; L. Barsotti; N. Mavalvala; M. Evans


American Astronomical Society | 2014

FIRST SEARCHES FOR OPTICAL COUNTERPARTS TO GRAVITATIONAL-WAVE CANDIDATE EVENTS

N. Aggarwal; L. Barsotti; T. P. Bodiya; F. Donovan; R. C. Essick; M. Evans; P. Fritschel; Slawek Gras; T. Isogai; E. Katsavounidis; J. S. Kissel; Jin-Wook Lee; M. MacInnis; K. Mason; F. Matichard; N. Mavalvala; R. Mittleman; E. Oelker; D. H. Shoemaker; R. Vaulin; Salvatore Vitale; Rainer Weiss; C. C. Wipf; S. Barnum; S. Foley; P. Kwee; S.J. Waldman; F. Zhang


APS | 2012

Upper limits on a stochastic gravitational-wave background using LIGO and Virgo interferometers at 600–1000 Hz

L. Barsotti; T. P. Bodiya; T.R. Corbitt; F. Donovan; S. E. Dwyer; M. Evans; S. Foley; P. Fritschel; G. M. Harry; E. Katsavounidis; J. S. Kissel; M. Macinnis; Ilya Mandel; K. Mason; F. Matichard; N. Mavalvala; R. Mittleman; E. Oelker; B. Shapiro; D. H. Shoemaker; J. Soto; Andrew J. Stein; Leo C. Stein; R. Vaulin; S.J. Waldman; Rainer Weiss; C.C. Wipf; M. E. Zucker


APS | 2012

All-sky search for gravitational-wave bursts in the second joint LIGO-Virgo run

L. Barsotti; T. P. Bodiya; T.R. Corbitt; F. Donovan; S. Dwyer; S. Foley; P. Fritschel; G. M. Harry; M. Evans; J. S. Kissel; M. Macinnis; Ilya Mandel; K. Mason; F. Matichard; R. Mittleman; E. Oelker; B. Shapiro; D. H. Shoemaker; J. Soto; Andrew J. Stein; Leo C. Stein; R. Vaulin; S.J. Waldman; Rainer Weiss; C.C. Wipf; M. E. Zucker; N. Mavalvala; E. Katsavounidis

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N. Mavalvala

Massachusetts Institute of Technology

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L. Barsotti

Massachusetts Institute of Technology

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M. Evans

Massachusetts Institute of Technology

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F. Matichard

Massachusetts Institute of Technology

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P. Fritschel

Massachusetts Institute of Technology

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M. Tse

Massachusetts Institute of Technology

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T. Isogai

Massachusetts Institute of Technology

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T. P. Bodiya

Massachusetts Institute of Technology

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D. H. Shoemaker

Massachusetts Institute of Technology

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E. Katsavounidis

Massachusetts Institute of Technology

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