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Aberrations of temporally modulated optical wavefronts in dispersive optical systems

机译:色散光学系统中时间调制光波前的像差

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Classical time-invariant lens aberrations, and methods for correcting them, are well known in the art. However, the design, analysis, and construction of optical components and systems for temporally modulated optical wavefronts-and in particular, wavefronts in optical time-of-flight or phase measurement instruments, such as laser trackers, heterodyne laser interferometers, and spherical retroreflectors, require additional considerations to correct for what will be called Optical Amplitude Modulation (OAM) aberrations. Ray tracing analysis is time-invariant and thus insensitive to temporal modulation of the rays. Secondary considerations must be given to the wavefront of the modulated envelope which is focused on a detector, i.e., while the rays converge to a focus, the phase of the modulated envelope will in general depend on the path of the rays. Elements from communications theory, including amplitude modulation (AM) and analysis in the Fourier transform frequency domain are unified with classical optics, where the optical wavelength of a laser is treated as a carrier signal and the AM produces two slightly offset sidebands. The sidebands produce the OAM aberration due to dispersion and different paths through the optical elements. Suggestions are made for methods for correcting OAM aberrations, such as lens designs that are achromatic at the two sidebands, the use of specific materials matched to the carrier wavelength, the use of corrector plates, and computer modeling tools. A review of relevant patent literature is included.
机译:经典的时不变透镜像差及其校正方法在本领域中是众所周知的。但是,用于时间调制的光学波前,尤其是光学飞行时间或相位测量仪器(例如激光跟踪仪,外差激光干涉仪和球形后向反射镜)中的波前的光学组件和系统的设计,分析和构造,需要其他注意事项来校正所谓的光振幅调制(OAM)像差。光线追踪分析是时不变的,因此对光线的时间调制不敏感。必须对聚焦在检测器上的调制包络的波前进行次要考虑,即,当射线会聚到焦点时,调制包络的相位通常将取决于射线的路径。通信理论的要素,包括幅度调制(AM)和傅立叶变换频域中的分析,已与经典光学系统统一在一起,在传统光学系统中,激光的光波长被视为载波信号,而AM产生两个稍微偏移的边带。由于色散和通过光学元件的不同路径,边带会产生OAM像差。提出了用于校正OAM像差的方法的建议,例如在两个边带上消色差的透镜设计,使用与载波波长匹配的特定材料,使用校正板和计算机建模工具。包括相关专利文献的综述。

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