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一种探针台自动定位方法的研究与实现 被引量:1

Research and Implementation of an Automatic Locating Method on Probe System
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摘要 探针台希望在上片后无需人工对准,就能从晶圆的第一个晶粒(第一点)开始检测,然而晶圆上片后,探针下方的开始位置往往并不是第一点;为了让第一点快速的移至探针下方,对平台的运行轨迹进行了研究,提出了螺旋定位法的概念,以平台上开始位置为中心,螺旋式步进运行,配合镜头的图像识别技术,一步一识别,逐步扩大范围,直至在镜头视野中找到晶圆中唯一的特殊晶粒(特殊点);由于第一点与特殊点的位置相对固定,所以找到了特殊点即找到了第一点;此方法经过算法分析及整合编程后,进行了多次试验,并交付客户使用,第一点都能快速移至探针正下方且长时间运行稳定;此自动定位方法不仅节省了人力成本,提高了定位精度,又大大地提升了探针台的工作效率。 The probe system is always supposed to detect from the first grain of the wafer without manual alignment after wafer up- load. However, the first position below the probe is often not ideal. In order to make the first grain below the probe quickly, spiral localiza- tion algorithm is coming out. The unique special grain of the wafer should be found first. The platform is treating the first position as the center and step moving spirally, the search range is extending step by step until find the special grain. Since the location of the first grain and the special grain is relatively fixed, so the first grain can be easily found after special grain. This method has carried on the experiment many times after integrate programmed. Now the whole system has already consigned to usage, the movements work well and stably, spe- cial grain can be found very quickly. After all, this automatic locating method not only saves labor costs, to improve the positioning accura cy, and greatly improve the efficiency of the probe system.
出处 《计算机测量与控制》 2016年第2期261-263,共3页 Computer Measurement &Control
关键词 探针台 晶圆 螺旋定位 第一点 特殊点 probe system wafer spiral localization first grain special grain
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  • 1丛明,张士军,金洙吉,康仁科.径向直线运动型硅片传输机器人的设计与研究[J].制造业自动化,2005,27(2):35-37. 被引量:11
  • 2李正贤.一种机械手式上下片传输机构[J].电子工业专用设备,1995,24(4):32-33. 被引量:3
  • 3田陆屏.集成电路关键设备市场分析及发展战略[J].电子工业专用设备,2006,35(1):1-7. 被引量:11
  • 4丛明,杜宇,沈宝宏,金立刚.面向IC制造的硅片机器人传输系统综述[J].机器人,2007,29(3):261-266. 被引量:20
  • 5TANG Hong-li, XIE Xiao-yao, YANG Xiang-dong, et al. The Implementation of Communication between the Upper Computer and Lower PLC of Rescue Robot [C] //ASLD 2010. Chengdu: [s.n.],2010:314-317.
  • 6Ma W B,Adachi N,Amemiya T.Delay-independent stabilization of uncertain linear systems of neutral type [J].J Opt Theory Appl,1995,84(2):393-405.
  • 7Logemann H,Townley S.The effect of small delay in the feedback loop on the stability of neutral systems [J].Syst Contr Lett,1996,27:267-274.
  • 8Fiagbedzi Y A.Feedback stabilization of neutral systems via the transformation technique [J].Int J Control,1994,59 (6):1 579-1 589.
  • 9Tarn T J,Yang T,Zeng X,et al.Periodic output feedback stabilization of neutral systems [J].IEEE Tran Automat Contr,1996,41(4):511-521.
  • 10Clarkson I D,Goodall D P.On the stabdizability of imperfectly known nonlinear delay systems of the neutral type [J].IEEE Trans Automat Contr,2000,45(12):2 326-2 331.

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