光学接近校正(OPC)友好型迷宫路由

Li-Da Huang, Martin D. F. Wong
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引用次数: 91

摘要

随着该技术进入深亚微米制造(DSM)时代,电路的关键尺寸越来越小于光刻波长。亚波长技术中不可避免的光衍射现象已成为影响收率的主要因素之一。光学接近校正(OPC)是补偿光衍射效应的一种方法。然而,这个过程很耗时,而且结果仍然受到原始布局质量的限制。本文提出了一种在路由算法中考虑光效应的迷宫路由方法。利用光学系统的对称特性,可以有效地计算光的衍射并存储在表中。从这些查找表中可以得到引导路由器将光干扰最小化的成本。首先将该问题表述为一个有约束的迷宫路径问题,然后将其转化为一个多约束的最短路径问题。基于拉格朗日松弛法,设计了一种有效的求解算法。
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Optical proximity correction (OPC)-friendly maze routing
As the technology migrates into the deep submicron manufacturing(DSM) era, the critical dimension of the circuits is getting smaller than the lithographic wavelength. The unavoidable light diffraction phenomena in the sub-wavelength technologies have become one of the major factors in the yield rate. Optical proximity correction (OPC) is one of the methods adopted to compensate for the light diffraction effect as a post layout process.However, the process is time-consuming and the results are still limited by the original layout quality. In this paper, we propose a maze routing method that considers the optical effect in the routing algorithm. By utilizing the symmetrical property of the optical system, the light diffraction is efficiently calculated and stored in tables. The costs that guide the router to minimize the optical interferences are obtained from these look-up tables. The problem is first formulated as a constrained maze routing problem, then it is shown to be a multiple constrained shortest path problem. Based on the Lagrangian relaxation method, an effective algorithm is designed to solve the problem.
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