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METHOD OF DESIGNING SEMICONDUCTOR INTEGRATED CIRCUIT, DATA PROCESSING SYSTEM AND METHOD, AND METHOD OF DESIGNING ANALOGUE AND DIGITAL MIXED-INTEGRATED CIRCUIT

机译:半导体集成电路的设计方法,数据处理系统和方法以及模拟和数字混合集成电路的设计方法

摘要

PROBLEM TO BE SOLVED: To relieve the unconvergence of a result of the circuit simulation by a Newton method.;SOLUTION: A simplified parameter is used in combination with a conventional method (A) in which only a regular parameter is used in a model expression of a circuit element (B). An operating point of the circuit is analyzed by the circuit simulation by the Newton method by using the simplified parameter obtained by simplifying a part of the parameter of the model expression to a value for canceling the significance of the parameter. When the solution is not converged, the presence of the error excluding that in the parameter of the model expression is determined. When the solution in the analyzing processing is converged, the converged solution is applied to a new initial value in the Newton method, and the similar analyzing is executed by using another simplified parameter or regular parameter when the degree of simplification is low. In the Newton method, as an analyzing time is shortened and the unconvergence hardly occurs, when the initial value is close to the final solution, a simulation time can be shortened and the unconvergence can be relieved by successively applying the result of the former convergence as the initial value to allow the value of the parameter to close to the regular value.;COPYRIGHT: (C)2002,JPO
机译:解决的问题:通过牛顿法缓解电路仿真结果的不收敛性;解决方案:简化参数与常规方法(A)结合使用,在常规方法(A)中,模型表达式中仅使用常规参数电路元件(B)的数量。通过使用通过将模型表达式的参数的一部分简化为用于消除参数的重要性的值而获得的简化参数,通过牛顿法通过电路仿真来分析电路的工作点。当解未收敛时,确定除模型表达式的参数中的错误以外的其他错误。当对分析处理中的解进行收敛时,在牛顿法中将收敛的解应用于新的初始值,并且当简化度较低时,通过使用另一简化参数或常规参数来执行类似的分析。在牛顿法中,由于缩短了分析时间并且几乎不发生收敛,所以当初始值接近最终解时,可以通过依次应用前者收敛的结果来缩短仿真时间并缓解收敛。允许参数值接近常规值的初始值。; COPYRIGHT:(C)2002,JPO

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