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Rigid geometric-optics autocollimation model and its theoretical analysis based on ray-tracing method

机译:基于光线跟踪方法的刚性几何光学自准直模型及其理论分析

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A rigid geometric-optics autocollimation model is established using ray-tracing method to overcome the limitations of conventional autocollimation model due to its lack of necessary parameters. The established model describes the transmission process of the light rays that are emitted from the illuminated target plane and transmit through the autocollimation system and return back to the receiving plane. Simulation results of the model indicate that the cross-talk of 2D micro-angle measurement in autocollimation can be 0.035 arcsec in a measurement range of ±1000 arcsec. The coordinate deviation of ±3 mm from the optical axis of the points on the target plane could result to a variation of-0.045 to 0.246 arcsec in autocollimation. The defocus of ±50 urn of the target plane and the receiving plane could result to an error of 0.278 arcsec. The variation of measurement distance from 200 to 2000 mm could result to a maximum error of 0.500 arcsec in autocollimation while the defocus of receiving plane is 50 urn. The established model can be used for further analysis and improvement of autocollimation.
机译:为了克服传统自准直模型缺乏必要参数的局限性,采用射线追踪法建立了一种刚性的几何光学自准直模型。建立的模型描述了从照明目标平面发射并通过自准直系统传输并返回到接收平面的光线的传输过程。该模型的仿真结果表明,在自动准直中,二维微角度测量的串扰在±1000 arcsec的测量范围内可以为0.035 arcsec。与目标平面上点的光轴的±3 mm坐标偏差可能导致自准直中的-0.045至0.246 arcsec的变化。目标平面和接收平面的±50 urn散焦可能导致0.278 arcsec的误差。当接收平面的散焦为50 um时,自准直的测量距离从200到2000 mm的变化可能导致最大误差为0.500 arcsec。建立的模型可用于进一步分析和改进自动准直。

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