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Subspace techniques for lithography in integrated circuit manufacturing.

机译:集成电路制造中光刻的子空间技术。

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The enormous advantages of higher density in Integrated Circuits (IC) are well known; it results in faster circuits due to smaller parasitic elements, and more circuits per wafer due to smaller circuit sizes. Higher density can be achieved through either overlying successive patterns more precisely in the circuit or delineating smaller features. The former is more appealing, however, because it is pushing neither the physics of resolution of the patterning nor the physics of operation of the circuit.; The precise registration of successive patterns necessitates more accurate alignment between the consecutive fabrication steps, where alignment is defined as finding the best fit of the aerial (incoming) image to the existing structure. Achieving rapid and accurate alignment is one of the most crucial emerging challenges in lithography, especially under the wide variety of conditions brought about by different overlying films occluding the alignment marks. The problem is further exacerbated by planarizing processes such as chemical mechanical polishing (CMP) that reduce the topographical contrast used to view the marks, by asymmetric processes such as metal deposition, and by distortion of the wafer. These phenomena give rise to the displacement of the perceived position of the alignment marks, and can be categorized into (i) process-induced asymmetry of alignment signal, and (ii) wafer distortion.; To address the problems in the first category, we realize that the systematic variations of alignment signals is due to the changes in the parameters on the preceding process steps, which lead to a linear model for alignment signals. Subspace techniques in sensor array processing were subsequently utilized to construct this linear model from a set of alignment signals with pre-known positions, i.e., a learning set. The position of a new alignment signal was determined based on the fact that, if shifted appropriately, it would also fit into the model. The experimental results showed more than 70% improvement, corresponding to about 40nm reduction in alignment error, compared to the conventional methods that do not take into account the variations in the signals.; Even the perfect positioning of signals will not eliminate the problem in the global alignment scheme, where the positions of only a few sites on the wafer are measured and used to align all the sites. Techniques similar to those mentioned above were employed to learn the wafer distortion patterns from the overlay data of the prior wafers and compensate for them in the new wafers. The algorithm was applied to data from AMD and Motorola and results indicated more than 60% improvement in alignment accuracy for metal CMP test wafers.
机译:众所周知,集成电路(IC)具有更高的密度。由于较小的寄生元件,电路速度更快;由于电路尺寸较小,每个晶片的电路数量更多。通过在电路中更精确地覆盖连续的图案或描绘出较小的特征,可以实现更高的密度。然而,前者更具吸引力,因为它既没有推动图案分辨率的物理学,也没有推动电路操作的物理学。连续图案的精确配准需要在连续制造步骤之间进行更精确的对准,其中对准被定义为找到航空(入射)图像与现有结构的最佳配合。实现快速准确的对准是光刻中最关键的新兴挑战之一,尤其是在由覆盖对准标记的不同上覆膜带来的多种条件下。通过诸如化学机械抛光(CMP)之类的平坦化工艺,诸如金属沉积之类的不对称工艺以及晶片的变形,诸如化学机械抛光(CMP)之类的平坦化工艺降低了用于观察标记的形貌对比度,从而使问题进一步恶化。这些现象导致对准标记的感知位置发生位移,可以归类为(i)过程引起的对准信号不对称和(ii)晶圆失真。为了解决第一类中的问题,我们意识到对准信号的系统变化是由于先前处理步骤中参数的变化所致,这导致了对准信号的线性模型。传感器阵列处理中的子空间技术随后被用来从一组具有已知位置(即学习集)的已知位置的对齐信号中构建线性模型。基于以下事实确定新的对准信号的位置:如果适当移动,它也将适合模型。实验结果表明,与不考虑信号变化的常规方法相比,对准误差降低了约40nm,提高了70%以上。即使信号的完美定位也不会消除全局对准方案中的问题,在全局对准方案中,仅测量晶片上少数几个位置的位置并用于对准所有位置。采用类似于上述技术的技术,以从先前晶片的覆盖数据中获知晶片变形图案,并在新晶片中对其进行补偿。该算法已应用于AMD和Motorola的数据,结果表明金属CMP测试晶片的对准精度提高了60%以上。

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