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    基于布尔过程论的层次化延时分析方法

    BOOLEAN PROCESS-BASED HIERARCHICAL DELAY ANALYSIS

    • 摘要: 芯片设计的日益复杂化和高速化对电路精确的定时特性提出了越来越高的要求 .电路的延时不仅与电路的拓扑结构有关 ,而且还与电路的逻辑功能及输入都有密切的关系 .采用 Boole过程论这种统一描述数字电路的逻辑行为和时变行为的代数形式作为理论基础 ,提出了波形多项式偏导的概念 ,并用之重新定义了敏化 .用偏导定义的敏化改进了解析延时模型 ,基于最长可敏化通路的延时建立了电路模块或子电路的延时矩阵模型 ,由延时矩阵模型出发提出了一种精确的电路层次化延时分析方法 .最后用实验验证了文中提出的延时分析方法的有效性 .

       

      Abstract: The design of complex and high speed chips imposes new requirements on the exact timing characterization of circuits. The delay of a circuit depends not only on its topological structure, but also on its functionality and the inputs. Boolean process, which describes the functionality and the timing behavior of a circuit in a united analytical form, is the basis of the paper. The concept of sensitization by partial derivative of waveform polynomial is redefined. The analytical delay model is improved with the new concept of sensitization. A delay matrix model of leaf circuits is built based on the longest sensitizable path, from which an exact hierarchical delay analysis approach is derived. Finally, the efficiency of the proposed method is proved by experiments.

       

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