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Visibility oscillation in a multimode laser interferometer signal and its use in optimizing path lengths

机译:多模激光干涉仪信号中的可见性振荡及其在优化路径长度中的用途

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The interference signal visibility V (difference to sum ratio of intensities at maximum and minimum interference) of an interferometer that uses a multimode laser is here derived for a given laser gain profile and spectral mode separation as a function of the difference ZS between the probe and reference beam optical path lengths and the spectral separation kS between the center of the laser gain profile and the nearest laser mode of higher frequency. kS has a significant effect on V for a given ZS. This parameter, in lasers where it sweeps freely across the gain profile, and other effects, such as various misalignments and optical coupling inefficiencies, render V alone an unreliable parameter for quantifying ZS (for the purpose of reducing it, say). However, the difference to sum ratio of the maximum and minimum V due to variations in kS for a given ZS is an intrinsic property of the laser insensitive to configurational details. Parameter W so defined, therefore, proves very useful for balancing path lengths. This is of particular importance for systems where probe and/or reference beams are transmitted via long single mode optical fibers, so this application is detailed. Optical path lengths within such fibers often cannot be measured to sufficient accuracy by spatial path length measurements due to fiber nonuniformity resulting in variations in the mode's group velocity (needed to convert to optical path length). Two examples are provided using different makes and models of 0.633 μm HeNe lasers with similar specifications. In the first case, the function W(ZS) is calculated directly from the laser's published gain profile and mode separation. In the second case, W is determined empirically for a range of ZS values for a laser with an unknown gain profile in a (heterodyned) interferometer whose interference signal oscillates between maximum and minimum int- nsity at 80 MHz due to the reference beam's optical frequency being acousto-optically upshifted by that amount, while kS spontaneously varies on an acoustic time scale. A single high-bandwidth waveform record for each ZS, therefore, provides all the information needed to determine W. Despite the second laser's gain profile apparently differing in detail, qualitative agreement is achieved between the two methods sufficient to validate the technique.
机译:在此,对于给定的激光增益曲线和光谱模式间隔,根据差值Z inf S得出使用多模激光的干涉仪的干涉信号可见度V(最大和最小干涉强度的总和)。探头和参考光束的光程长度之间的和激光增益分布的中心与最近的更高频率的激光模式之间的光谱间隔k S 。对于给定的Z S ,k S 对V有显着影响。此参数在激光器中会在增益曲线上自由扫描,并且会产生其他影响(例如各种未对准和光耦合效率低下),使V本身成为量化Z S 的不可靠参数(以降低它)。但是,对于给定的Z S ,由于k S 的变化而导致的最大和最小V的总和之差是激光器的固有属性,对配置细节不敏感。因此,如此定义的参数W被证明对于平衡路径长度非常有用。这对于通过长单模光纤传输探测光束和/或参考光束的系统尤为重要,因此将详细介绍此应用。由于光纤的不均匀性,导致模式群速度的变化(需要转换为光程长度),因此通常无法通过空间光程长度测量来测量此类光纤中的光程长度,以达到足够的精度。提供了两个示例,它们使用具有相似规格的0.633μmHeNe激光器的不同制造商和型号。在第一种情况下,函数W(Z S )是直接从激光器发布的增益分布和模式间隔中计算出来的。在第二种情况下,凭经验确定(异质)干涉仪中增益分布未知的激光器的Z S 范围内的W值,该干涉仪的干涉信号在80度和最大强度之间波动由于参考光束的光频率被声光上移了该量,因此产生了MHz,而k S 在声学时标上自发变化。因此,每个Z S 的单个高带宽波形记录提供了确定W所需的所有信息。尽管第二个激光器的增益曲线在细节上显然有所不同,但两种方法之间在定性上达成了足够的一致性验证技术。

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