首页> 外文会议>International Conference on Semiconductor Technology >A NOVEL METHOD FOR MEASURING THE NON-ORTHOGONALITY AND SCALING OF THE COORDINATES OF THE WAFER STAGE USING OPTICAL ALIGNMENT TECHNIQUE
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A NOVEL METHOD FOR MEASURING THE NON-ORTHOGONALITY AND SCALING OF THE COORDINATES OF THE WAFER STAGE USING OPTICAL ALIGNMENT TECHNIQUE

机译:一种使用光学对准技术测量晶片阶段坐标的非正交性和缩放的新方法

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During the lithographic process, the deviation between the real and ideal exposure positions due to the existing non-orthogonality and scaling of the wafer stage coordinate system will result in the aberration of the mask image on the wafer and degradation of the overlay of the lithographic tool. In this paper, a novel method for measuring the non-orthogonality and scaling of the wafer stage coordinates using optical alignment technique is presented. Firstly, the relationship between ideal positions and measurement positions of alignment marks is found by theoretical deduction. Secondly, the alignment marks are transferred to the wafer by real lithographic process and the real positions of marks are read out by the optical alignment system in the same lithographic tool. Finally, the non-orthogonality and scaling of the wafer-stage coordinate axes are calculated with the deduced formula from the measured real position values. The upload position error, rotation error and expanding of the wafer can be calculated as well by this method. Experiment results show that the measurement repeatability of the non-orthogonal factor is better than O.Olurad, and measurement repeatability of the y to x scaling factor is better than 0.7ppm with the same wafer in different rotations. The measurement reproducibility of the non-orthogonal factor is better than 0.012urad, and the measurement reproducibility of the y to x scaling factor is better than 0.6ppm with different wafers in the same condition.
机译:在光刻过程中,由于现有的非正交性和晶片级坐标系的缩放而导致的实际和理想曝光位置之间的偏差将导致掩模图像的像差在晶片上的像差和光刻工具的覆盖层的劣化。本文介绍了一种用于测量使用光学对准技术的晶片级坐标的非正交性和缩放的新方法。首先,通过理论扣除,发现了对准标记的理想位置和测量位置之间的关系。其次,将对准标记通过实际光刻处理传递到晶片,并且通过相同的光刻工具中的光学对准系统读出标记的实际位置。最后,使用从测量的真实位置值的推导的公式计算晶片级坐标轴的非正交性和缩放。可以通过此方法计算上传位置误差,旋转误差和晶片的扩展。实验结果表明,非正交系数的测量可重复性优于O.olurad,y到X缩放因子的测量可重复性优于0.7ppm,在不同旋转中具有相同晶片。非正交系数的测量再现性优于0.02urAD,y到x缩放因子的测量再现性优于0.6ppm,在相同条件下具有不同的晶片。

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