首页> 外文期刊>Optik: Zeitschrift fur Licht- und Elektronenoptik: = Journal for Light-and Electronoptic >Optimum design of a 740 mm-long lens mount for a large-area and high-speed line beam proximity exposure
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Optimum design of a 740 mm-long lens mount for a large-area and high-speed line beam proximity exposure

机译:用于大面积和高速线束接近曝光的740毫米长的镜头支架的最佳设计

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摘要

Proximity exposure with line beam scanning can be an alternative to traditional proximity exposure for a fast, high-resolution, large-area patterning. The optical elements used for shaping the line beams have a very large length-to-cross-sectional area ratio, so even small misalignment has a large effect on the optical path. In this study, a lens mount system based on kinematic coupling was established to accurately locate and align the line beam lens. Finite element models of the line beam lens and the mount were constructed, and then static structural simulations were performed. Optical paths concerning lens deformation and misalignment were calculated based on the vector equations for lines, surfaces, and Snell's law. An optimum design process based on the Taguchi method was carried out to minimize the difference between the actual optical arrival location and the target location. The stiffness and clamping force of the clamp part and support positions were selected as design variables, and the geometrical uncertainties of the lens supports was treated as error factors. A cross product array was constructed for each design variable and error factor, and then a total of 36 simulations were performed. Finally, the influence of each design variable on the optical path was analyzed, and the optimum conditions for the design variables, minimizing the error factor, were determined. As a result, the optical path error due to the geometrical uncertainty was reduced by approximately 30% compared to initial design.
机译:具有线束扫描的接近曝光可以是传统接近曝光的替代方案,用于快速,高分辨率大面积图案化。用于成形线束的光学元件具有非常大的长度到截面积比,因此即使小的未对准也对光路具有很大的影响。在该研究中,建立了一种基于运动耦合的透镜安装系统,以精确定位并对准线束镜头。线束透镜和安装座的有限元模型被构造,然后进行静态结构模拟。基于线,表面和Snell定律的矢量方程计算了关于透镜变形和未对准的光路。进行了基于Taguchi方法的最佳设计过程,以最小化实际光学到达位置与目标位置之间的差异。选择夹具部分和支撑位置的刚度和夹紧力作为设计变量,并且镜头支撑件的几何不确定性被视为误差因子。为每个设计变量和误差因子构建横向产品阵列,然后进行总共36个模拟。最后,分析了每个设计变量对光路上的影响,确定了设计变量的最佳条件,最小化误差因子。结果,与初始设计相比,由于几何不确定性引起的光路误差减少了大约30%。

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