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Statistical timing analysis based on simulation of lithographic process

机译:基于光刻过程的统计时序分析

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The length of poly-gate printed on silicon depends on exposure dose, depth of focus, photo-resist thickness and planarity of the surface. In sub-wavelength lithography, polygate length also varies with layout topology. Poly-gate length determines the effective channel length of a transistor, which determines its performance. Since the sources of error are hard to control, statistical analysis can be used to measure the impact on circuit timing characteristics. Typical lithography-aware methodologies consider only systematic variation such as across chip linewidth variation (ACLV). In this paper we propose a statistical technique for timing yield prediction, based on variational lithography modeling of physical circuit layout. By statistically varying lithographic process parameters we estimate the difference in timing yield estimation of a design. Our simulation results show that if manufacturing process parameters follow a Gaussian distribution, resulting transistors follow a skewed normal distribution, where a greater number of them will have shorter channel length. This led us to investigate whether statistical static timing analysis (SSTA) is overly pessimistic. The baseline delay model assumed for SSTA in out approach is a Gaussian delay model fitted to skew normal distribution data obtained from statistical litho simulation. Our experiments showed that even after re-centering Gaussian delay model to fit the channel length data with minimum error, it is still overly pessimistic and significantly underestimates circuit performance.
机译:印刷在硅上的多晶硅栅的长度取决于曝光剂量,焦点深度,光刻胶厚度和表面的平面度。在亚波长光刻中,多晶硅栅的长度也随布局拓扑而变化。多晶硅栅长度决定了晶体管的有效沟道长度,而有效沟道长度决定了其性能。由于错误源难以控制,因此可以使用统计分析来测量对电路时序特性的影响。典型的可识别光刻的方法仅考虑系统变化,例如整个芯片的线宽变化(ACLV)。在本文中,我们基于物理电路布局的可变光刻建模,提出了一种用于时序成品率预测的统计技术。通过统计上变化的光刻工艺参数,我们可以估算出设计的定时成品率估算之间的差异。我们的仿真结果表明,如果制造工艺参数遵循高斯分布,则得到的晶体管遵循偏态正态分布,在这种情况下,数量更多的晶体管沟道长度将更短。这促使我们调查统计静态时序分析(SSTA)是否过于悲观。为SSTA进出方法假设的基线延迟模型是高斯延迟模型,适合于倾斜从统计光刻模拟获得的正态分布数据。我们的实验表明,即使将高斯延迟模型重新定心以最小误差地拟合通道长度数据,它仍然过于悲观,严重低估了电路性能。

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