Abstract
Redundant via insertion is highly recommended for improving chip yield and reliability. In this paper, we study the problem of double-cut via insertion (DVI) in a post-routing stage, where a single via can have at most one redundant via inserted next to it and the goal is to insert as many redundant vias as possible. The DVI problem can be naturally formulated as a zero-one integer linear program (0-1 ILP). Our main contributions are acceleration methods for reducing the problem size and the number of constraints. Moreover, we extend the 0-1 ILP formulation to handle via density constraints. Experimental results show that our 0-1 ILP is very efficient in computing optimal DVI solution, with up to 35.3 times speedup over existing heuristic algorithms. Copyright 2008 ACM.