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Parity-Time and anti-Parity-Time-Symmetry Integrated Optical Gyroscopes: A Perspective for High Performance Devices

机译:奇偶时间和反奇偶时间对称的集成光学陀螺仪:高性能设备的观点

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It is well known that different optical techniques can be used to measure angular velocities. Interferometric Optical Gyroscopes (IFOGs) and Ring Laser Gyroscopes (RLG) exploit the Sagnac effect and are the preferred solutions for tactile grade applications. However, in the Sagnac effect the measured output is directly proportional to the gyroscope sizes. So, the miniaturization and the integration of optical gyroscopes is still a challenge in optoelectronics research. In this paper different approaches based on parity-time and anti-parity-time symmetry are explained and compared as highly performance solutions for the integration of optical gyroscopes. The sensitivity of the rotation-induced frequency-splitting (broadening) can be several orders of magnitude higher than the classical Sagnac splitting achieved with a single ring gyroscope occupying the same surface. We will show that anti-parity-time-symmetric solutions represent a better choice for angular velocity sensing.
机译:众所周知,可以使用不同的光学技术来测量角速度。干涉式光学陀螺仪(IFOG)和环形激光陀螺仪(RLG)利用了Sagnac效应,是触觉级应用的首选解决方案。但是,在Sagnac效应中,测量的输出与陀螺仪尺寸成正比。因此,光学陀螺仪的小型化和集成化仍然是光电子学研究中的一个挑战。在本文中,对基于奇偶时间和反奇偶时间对称性的不同方法进行了说明,并将它们作为光学陀螺仪集成的高性能解决方案进行了比较。旋转引起的频率分裂(扩展)的灵敏度可能比在单个环形陀螺仪占据相同表面的情况下实现的经典Sagnac分裂的灵敏度高几个数量级。我们将显示反奇偶时间对称解代表了角速度感测的更好选择。

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