Titlebook: Exploring Macroscopic Quantum Mechanics in Optomechanical Devices; Haixing Miao Book 2012 Springer-Verlag Berlin Heidelberg 2012 Award win

贪婪的人

Satya P. Gupta,Vaishali M. Patilok in progress—.—edited by David Blair. This chapter is written by Yanbei Chen, and myself. It gives a detailed introduction on how to analyze the quantum noise in advanced GW detectors by using input–output formalism, which is also valid for general optomechanical devices.

giggle

https://doi.org/10.1007/978-3-7643-8585-9uble optical springs. We explore the frequency dependence of the optical spring effect. In particular, we show that the frequency dependence of double optical springs allows us to create a “negative inertia”, which cancels the positive inertia of the test-mass with the mechanical response significantly enhanced.

淡紫色花

https://doi.org/10.1007/BFb0072264ndent variational readout, we can measure the mechanical quadrature—a conserved quantity of the oscillator motion—and evade measurement-induced back-action. This is motivated by the pioneering work of Vyatchanin et al. [., .], in which such a back-action-evading variational scheme is proposed to detect a force signal with known arrival time.

CHAR

handle

造反,叛乱

Introduction,force, by measuring the displacement of a micro-mechanical cantilever; on the large scale, gravitational-wave (GW) detectors search for ripples in spacetime, by measuring the differential displacements of spatially-separated test masses induced by tiny gravitational tidal forces.

LIKEN

BRAVE

Modifying Test-Mass Dynamics: Double Optical Spring,uble optical springs. We explore the frequency dependence of the optical spring effect. In particular, we show that the frequency dependence of double optical springs allows us to create a “negative inertia”, which cancels the positive inertia of the test-mass with the mechanical response significantly enhanced.

Cultivate

Measuring a Conserved Quantity: Variational Quadrature Readout,ndent variational readout, we can measure the mechanical quadrature—a conserved quantity of the oscillator motion—and evade measurement-induced back-action. This is motivated by the pioneering work of Vyatchanin et al. [., .], in which such a back-action-evading variational scheme is proposed to detect a force signal with known arrival time.

MORT

Achieving the Ground State and Enhancing Optomechanical Entanglement,tomechanical devices, the cavity bandwidth needs to be smaller than the mechanical frequency. This is the so-called resolved-sideband or good-cavity limit. In this chapter, we provide a new but physically equivalent insight into the origin of such a limit: that is information loss due to a finite cavity bandwidth.