Approaching the Quantum Limit of a

By M. LaHaye. 2008

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How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

Motion detection of a micromechanical resonator embedded in a d.c. SQUID (2008, background): “-SQUID detector in the same league as other highly sensitive on-chip position detector”
Measuring nanomechanical motion with a microwave cavity interferometer (2008, unknown): “Examples include using a single-electron transisto”
Mechanical systems in the quantum regime (2011, methodology): “4 [30] 4 Opt.”
Dissipation in nanoelectromechanical systems (2014, background): “This is what gives the devices the ability to act as detectors and sensors for intriguingly small signals, such as electron spin events [3], molecules [4] or even the quantum background [9,22, 19,46].”
Nonlinear damping in a micromechanical oscillator (2009, background): “Further miniaturization is also motivated by the quest for mesoscopic quantum effects in mechanical systems [11–18].”
Demonstration of an ultracold micro-optomechanical oscillator in a cryogenic cavity (2009, background): “Finally, criterion ( 3 ) requires low temperature and high mechanical quality.”
Introduction to quantum noise, measurement, and amplification (2008, methodology): “Importantly, if the temperature is known, then the area of the measured curve can be used to calibrate the coupling of the detector and the gain of the total overall amplifier chain (see, e.g., Flowers-Jacobs et al., 2007; LaHaye et al., 2004).”