区域最小化的单元格选择算法

Tae hoon Kim, Young Hwan Kim
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引用次数: 0

摘要

在满足给定延迟约束的前提下,提出了一种使基于单元的设计面积最小化的单元选择算法。该算法对给定电路进行正向访问,计算时延和面积的下界。然后,它以相反的方向访问电路,并使用下界的分支和边界公式将逻辑门与库单元绑定。实验结果表明,该算法使测试电路的面积平均减少了27.33%。
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A cell selection algorithm for area minimization
This paper presents a cell selection algorithm that minimizes the area of the cell-based design, while satisfying the given delay constraint. The proposed algorithm visits the given circuit in the forward direction and calculates the lower bound on the delay and area. Then, it visits the circuit in the reverse direction, and binds the logic gates with library cells using the Branch-and-Bound formulations of the lower bound. Experimental results show that the proposed algorithm minimizes the area of test circuits by 27.33% on the average.
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