New paper dance now.
Title: Phase noise and laser cooling limits of opto-mechanical oscillators
Author: Zhang-qi YinAbstract: The noise from laser phase fluctuation sets a major technical obstacle to cool the nano-mechanical oscillators to the quantum region. We propose a cooling configuration based on the opto-mechanical coupling with two cavity modes to significantly reduce this phase noise. After optimization of the cavity parameters, we show through simple arguments that the intrinsic cooling limit of the opto-mechanical oscillator is set by $T_{\text{env}}/Q$, where $T_{\text{env}}$ is the environment temperature and $Q$ is the mechanical quality factor. We also discuss detection of the phonon number when the mechanical oscillator is cooled near the quantum region and specify the required conditions for this detection.
Update in 17th June: Today I found a similar paper published in PRL: Three-Mode Optoacoustic Parametric Amplifier: A Tool for Macroscopic Quantum Experiments, by Chunnong Zhao and et al.. The earlier version of the paper was posted in arXiv:0710.2383v3, which didn’t investigate the phase noise in detail and was already cited in my paper.
Tongcang Li 2:58 下午 on 2009/06/05 固定链接 |
Hi Zhangqi,
我以前是做波色爱因斯坦凝聚实验的,去年说服导师开始做有关
optomechanics的实验,刚进入这个领域没多久。
也许我们以后可以合作,呵呵
对你的博客很感兴趣,感觉你对最新论文的介绍很有帮助。
因为你做理论的,我觉得有一个问题也许你可以考虑一下。
因为机械振子的质量比较大,它自身的引力场能量和量子
基态的能量差不多。如果把它冷却到量子基态的话,应该可以观测到
自身引力场的影响。所以我在想,在这种体系内,是不是可以把
广义相对论和量子力学联系在一起。如果能用来观测广义相对论
和量子力学的矛盾就好了
tongcang
Yin Zhangqi 5:22 上午 on 2009/06/06 固定链接 |
Tongcang, 你好!光机械振子这个系统最早为人所关注就是探测引力波,比如著名的LIGO项目。关于引力场能量的问题,我还要查查资料。但是我觉得纳米机械振子的质量其实是很小的,其引力场的作用应该忽略不计。