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General approach for development of CAD-oriented analytical device models

机译:开发面向CAD的分析设备模型的通用方法

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Accuracy and simplicity of analytical device models are fundamental requisites in circuit simulation and particularly crucial for current VLSI technologies. A model to be used in a circuit simulator is usually developed starting from a zero-order physically based model and adding several empirical parameters derived from a fitting procedure. In this semi-empirical scheme, however, no criteria are posed to satisfy the previously mentioned requisites. The authors provide a general approach for developing efficient device models in terms of accuracy and simplicity. For this purpose a fundamental definition of good approximation based on a given condition on the error between model and measured data is proposed and a measure for complexity of the model is defined. On the basis of these general concepts it is shown that under general conditions it is possible to derive a piecewise continuous function (PCF) from a zero-order model as a good approximation of measured data. Conditions to obtain a representation with minimum complexity are also provided.
机译:分析设备模型的准确性和简便性是电路仿真的基本要求,对于当前的VLSI技术尤其重要。通常在电路仿真器中使用的模型是从基于物理的零阶模型开始,并添加了一些从拟合过程中得出的经验参数。但是,在这种半经验方案中,没有任何标准可以满足前面提到的条件。作者提供了一种在准确性和简便性方面开发有效设备模型的通用方法。为此,提出了基于给定条件的模型和测量数据之间误差的良好近似的基本定义,并定义了模型复杂性的度量。基于这些一般概念,表明在一般条件下,可以从零阶模型导出分段连续函数(PCF),作为测量数据的良好近似。还提供了获得具有最小复杂度的表示的条件。

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