动态方差变化下轧金工艺生产成品率的测量

W. Pearn, Y. Tai, W.L. Chiang
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引用次数: 13

摘要

最近,由于对LCD驱动ic的高需求,金碰撞技术变得更加流行。然而,高分辨率应用的要求将增加制造金凸起的困难,因为它们的高引脚数。对于凸金工艺,凸高是控制工艺成品率的关键参数之一。实际上,在动态制造环境下,不可避免地会发生一些工艺变化和碰撞高度的变化。传统上,金碰撞过程的制造良率是在过程稳定的假设下计算的。然而,在实践中,这一过程是动态的,特别是在金碰撞厂的镀金操作中。为了准确地度量制造成品率,提出了一种考虑动态方差变化的制造成品率计算能力指数法。利用该方法,将未检测到的方差变化幅度作为s2图检测能力的函数,纳入调整后的制造良率计算中。表列了s2图在不同子群大小下的检测能力。为了说明问题,本文以位于台湾新竹科技产业园的一家撞金厂为例进行了实际应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Measuring Manufacturing Yield for Gold Bumping Processes Under Dynamic Variance Change
Recently, the technology of gold bumping has become more popular due to high demand for LCD driver ICs. The requirement of higher resolution application, however, will increase the difficulties for manufacturing the gold bumps due to their high pin counts. For gold bumping processes, bump height is one of the key parameters to control process yield. In reality, some inevitable process variations and shifts regarding the bump height may occur under dynamic manufacturing environment. Conventionally, manufacturing yield for gold bumping processes is calculated under the assumption that the processes are stable. In practice, however, the processes are dynamic, particularly, in the operation of Au-plating in gold bumping factories. To obtain accurate measure of the manufacturing yield, we present a capability index method for manufacturing yield calculation with dynamic variance change considerations. Using this method, the magnitude of the undetected variance change, which is function of the detection power of the S 2 chart, is incorporated into the adjusted calculation of manufacturing yield. The detection powers of the S 2 chart under various subgroup sizes are tabulated. For illustration purposes, a real application in a gold bumping factory which is located in the Science-based Industrial Park in Hsinchu, Taiwan, is presented.
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