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中国科学技术大学 精密机械与精密仪器系,安徽 合肥,230027
收稿日期:2013-12-15,
修回日期:2014-02-07,
纸质出版日期:2014-09-25
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李家文, 陈宇航, 胡衍雷等. 二维零位光栅自动纳米定位系统[J]. 光学精密工程, 2014,22(9): 2444-2450
LI Jia-wen, CHEN Yu-hang, HU Yan-lei etc. Automatic nano-positioning system based on two-dimensional zero-reference gratings[J]. Editorial Office of Optics and Precision Engineering, 2014,22(9): 2444-2450
李家文, 陈宇航, 胡衍雷等. 二维零位光栅自动纳米定位系统[J]. 光学精密工程, 2014,22(9): 2444-2450 DOI: 10.3788/OPE.20142209.2444.
LI Jia-wen, CHEN Yu-hang, HU Yan-lei etc. Automatic nano-positioning system based on two-dimensional zero-reference gratings[J]. Editorial Office of Optics and Precision Engineering, 2014,22(9): 2444-2450 DOI: 10.3788/OPE.20142209.2444.
搭建了能够在二维方向上实现纳米级定位的二维自动定位系统。首先,加工了栅格间距为5
m的6464编码的透射式二维零位光栅;然后,分析设计了光栅系统光电转换电路和数据控制电路,实现了系统数据采集、显示和运动控制等功能。在此基础上搭建了基于二维零位光栅的纳米定位系统,并利用积分法实现了二维方向的自动定位。实验结果表明,系统定位速度对透射光强分布具有很高的依赖性,系统一次定位的成功率与初始位置密切相关。若起始位置在以零位为中心,半径为2.5
m圆形区域内,系统可实现纳米量级定位对准;当起始位置在以零位为中心,5~200
m为半径的圆环范围内,自动定位可能存在盲点,但通过改变初始位置重新进行搜索,仍然能够准确地实现纳米定位。
An automatic positioning system using a pair of two-dimensional (2-D) zero-reference gratings was established to implement the nano-positioning in 2D directions. Firstly
the 64 64 coded 2-D zero-reference gratings with a grid width of 5
m was designed and fabricated. Then
the photoelectric conversion circuit and control circuit were built for the automatic nano-positioning system to implement data acquisition
display and motion control and other functions. Finally
an automatic positioning algorithm using an integral method was proposed to achieve the automatic positioning in 2D directions. The results show that the system positioning speed depends on the transmittance of light intensity distribution and the positioning success rate is related to the starting position. If the starting position is located in the central circular area with a radius of 2.5
m
this equipment may achieve nanoscale positioning. If the starting position is located in the central circular area with a radius range of 5-200
m
the automatic alignment may present blind spots. In this case
the starting positions should be changed to perform the positioning process again and the alignment will be achieved successfully.
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SEZ-LANDETE J, ALONSO J, BERNABEU E. Design of two-dimensional zero reference codes by means of a global optimization method[J]. Opt. Express, 2005;13:4230-6.
SEZ-LANDETE J, SALCEDO-SANZ S, ROSA ZURERA M, et al.. Design of two-dimensional zero reference codes with a genetic algorithm[J]. Opt. Lett., 2006,31:1648-50.
CHEN J C, WANG S H, LEE M K, et al.. Cross-entropy method for the optimization of optical alignment signals with diffractive effects[J]. J. Lightwave Technol., 2011,29:2706-14.
ZHOU W Y, CHEN Y H, HUANG W H. Alignment measurement of two-dimensional zero-reference marks[J]. Precision Engineering, 2006,30:238-41.
SEZ-LANDETE J, SALCEDO-SANZ S, CRUZ-ROLDN F, et al.. Design of two-dimensional optical alignment signals robust to diffractive effects[J]. J. Lightwave Technol., 2008,26:1702-7.
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