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研究生: 林星同
Lin, Shing-Tung
論文名稱: Simultaneous Double Via Insertion and Line End Extension for Yield Optimization
同步考量雙接點置入和線段端點延伸達到良率最佳化
指導教授: 王廷基
Wang, Ting-Chi
口試委員:
學位類別: 碩士
Master
系所名稱: 電機資訊學院 - 資訊工程學系
Computer Science
論文出版年: 2010
畢業學年度: 98
語文別: 英文
論文頁數: 29
中文關鍵詞: 雙接點置入線段端點延伸良率
外文關鍵詞: double via insertion, line end extension, yield
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  • In this thesis, we formulate a problem of simultaneous redundant via insertion and line end extension for via yield optimization. Our problem is more general than previous works in the sense that more than one type of line
    end extension is considered and the objective function to be optimized directly accounts for via yield. We present a zero-one integer linear program based approach, that is equipped with two speedup techniques, to solve the addressed problem optimally. In addition, we describe now to modify our approach to exactly solve a previous work. Extensive experimental results are shown to demonstrate the effectiveness and efficiency of our approaches.


    在這論文裡,我們提出一個同步考量雙接點置入和線段端點延伸達到良率最佳化的問題。我們的問題比先前只考慮一種線段端點延伸的研究更加一般性,而且直覺地針對接點良率最佳化。我們使用0-1整數線性規劃的方法,並且結合兩個加速的技術,為了能夠解決這個問題得到最佳的答案。除此之外我們描述如何修改我們的方法來解決先前的研究。從實驗結果可以證明我們的方法是相當有效的。

    1 Introduction 2 Preliminaries and problem definition 2.1 Double via 2.2 Line end extended via 2.3 Failure probability 2.4 Problemdefinition 3 Graph based formulation 4 ILP Approach 4.1 0-1 ILP formulution 4.2 Speedup for our 0-1 ILP approach 5 Extension 6 Experimental results 7 Conclusions

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