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Research on Focal Length Measurement Scheme of Self-Collimating Optical Instrument Based on Double Grating

机译:基于双光栅的自准直光学仪器焦距测量方案研究

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摘要

In this paper, we propose a scheme for measuring the focal length of a collimating optical instrument. First, a mathematical model for measuring the focal length of a collimator with double gratings is derived based on the moiré fringe formula and the principles of geometric optics. Mathematical simulation shows that a slight difference in the focal length of two collimators has an important influence on the imaging law of moiré fringes. Our solution has a good resolution ability for focal length differences within 5‰, especially in the small angle range below 4°. Thus, the focal length of collimators can be measured by the amplification of the slight difference. Further, owing to the relative reference measurement, the measurement resolution at the symmetrical position of focal length is poor. Then, in the designed experiment, a corresponding moiré image at different angles is acquired using collimators with known focal length. The experimental results indicate that the root mean square error (RMSE) of the collimator corresponding to grating angles of 2°–4° is better than 4.7‰, indicating an ideal measurement accuracy of the proposed scheme. This work demonstrates that our proposed scheme can achieve an ideal accuracy in the measurement of a symmetrical optical path.
机译:在本文中,我们提出了一种用于测量准直光学仪器的焦距的方案。首先,基于莫尔条纹公式和几何光学原理,得出了用于测量具有双光栅的准直仪的焦距的数学模型。数学模拟表明,两个准直器的焦距略有不同对莫尔条纹的成像规律有重要影响。我们的解决方案对焦距差在5‰之内具有良好的分辨能力,尤其是在4°以下的小角度范围内。因此,可以通过微小差异的放大来测量准直器的焦距。此外,由于相对基准测量,在焦距的对称位置处的测量分辨率差。然后,在设计的实验中,使用具有已知焦距的准直仪获取不同角度的相应莫尔像。实验结果表明,准直器的均方根误差(RMSE)对应于2°–4°的光栅角优于4.7‰,表明该方案具有理想的测量精度。这项工作表明,我们提出的方案可以在对称光路的测量中达到理想的精度。

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