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  4. A practical detailed placement algorithm under multi-cell spacing constraints.
 
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A practical detailed placement algorithm under multi-cell spacing constraints.

Journal
Proceedings of the International Conference on Computer-Aided Design, ICCAD 2018, San Diego, CA, USA, November 05-08, 2018
Pages
63
Date Issued
2018
Author(s)
YU-HSIANG CHENG  
Huang, Ding-Wei
Mak, Wai-Kei
Wang, Ting-Chi
DOI
10.1145/3240765.3240772
URI
https://scholars.lib.ntu.edu.tw/handle/123456789/502211
URL
https://doi.org/10.1145/3240765.3240772
Abstract
Multi-cell spacing constraints arise due to aggressive scaling and manufacturing issues. For example, we can incorporate multi-cell spacing constraints due to pin accessibility problem in sub-10nm nodes. This work studies detailed placement considering multi-cell spacing constraints. A naive approach is to model each multi-cell spacing constraint as a set of 2-cell spacing constraints, but the resulting total cell displacement would be much larger than necessary. Thus, we aim to tackle this problem and propose a practical multi-cell method by first analyzing the initial layout to determine which cell pair in each multi-cell spacing constraint is the easiest to break apart. Secondly, we apply a single-row dynamic programming (SRDP)-based method one row at a time, called Intra-Row Move (IRM) to resolve a majority of violations while minimizing the total cell displacement or wirelength increase. With cell virtualization and movable region computation techniques, our IRM can be easily extended to handle mixed cell-height designs with only a slight modification of the cost computation in the SRDP method. Finally, we apply an integer linear programming-based method called Global Move (GM) to resolve the remaining violations. Experimental results indicate that our multi-cell method is much better than a 2-cell method both in solution quality and runtime.
Type
conference paper

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