Laser stabilization on velocity dependent nonlinear dispersion of Sr atoms in an optical cavity

B. R. Christensen, S. A. Schaffer, M. R. Henriksen, P. Westergaard, Jun Ye, J. Thomsen
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引用次数: 1

Abstract

The development of simple and reliable high stability clock lasers is of great importance for future state-of-the-art optical clocks [1]-[5] and for future transportable optical clocks [6], [7]. Further development of clock lasers with better stability has so far been hindered by thermal noise in the reference cavity used for laser stabilization and conventional approaches for improvements may be technically challenging. It has been proposed [8]-[11] to improve the stability and reduce the complexity of state-of-the-art laser frequency stabilization by exploiting cavity QED systems consisting of atoms with a narrow optical transition coupled to a single mode of an optical cavity. The laser stabilization performance of a cavity QED system is affected by a number of system parameters such as the finite temperature of the atoms, the number of involved atoms and the laser power [12]-[14]. However, the dynamics of those elements have not yet been fully explored. Here we present a simple cavity QED system consisting of laser cooled strontium-88 atoms coupled to an optical cavity. We relate measurable quantities to the complex transmission coefficient which relates the input field to the output field. The optimal input power for stabilizing a laser to this system is experimentally determined and the optimal shot-noise-limited linewidth of the system is evaluated to 500 mHz. Furthermore, theoretical shot-noise-limited linewidths of similar cavity QED systems are evaluated for a number of different two electron systems.
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光学腔中Sr原子速度相关非线性色散的激光稳定
开发简单可靠的高稳定性时钟激光器对于未来最先进的光学时钟[1]-[5]和未来可移动的光学时钟[6],[7]具有重要意义。到目前为止,用于激光稳定的参考腔中的热噪声阻碍了具有更好稳定性的时钟激光器的进一步发展,并且传统的改进方法可能在技术上具有挑战性。已经有人提出[8]-[11],通过利用由具有窄光学跃迁的原子与光学腔的单模耦合组成的腔QED系统来提高最先进的激光稳频的稳定性并降低复杂性。腔QED系统的激光稳定性能受原子有限温度、参与原子数和激光功率等系统参数的影响[12]-[14]。然而,这些因素的动态尚未得到充分探讨。在这里,我们提出了一个由激光冷却的锶-88原子耦合到光学腔的简单腔QED系统。我们将可测量的量与复杂的传输系数联系起来,它将输入场与输出场联系起来。实验确定了该系统稳定激光的最佳输入功率,并评估了该系统的最佳限噪线宽为500 mHz。在此基础上,对不同双电子系统的相似腔QED系统的理论线宽进行了评价。
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