A Fast Equation Free Iterative Approach to Analog Circuit Sizing

S. Maji, P. Mandal
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引用次数: 5

Abstract

A fast equation free iterative approach for sizing of analog circuit is proposed. Equation based sizing approach has been popular as it removes time consuming simulation effort. If equations are cast in posynomial inequality format, a special optimization technique called geometric programming(GP) can be deployed. The advantage of formulating the problem in GP form is that, it ensures global optimality and can return the final design point instantly even in the presence of hundreds of equation and thousands of variable. But main limitation comes in deriving performance equations in posynomial inequality format. In this context, we develop one novel methodology for fast sizing of analog circuit. This method does not require any such performance expressions. It is based on the meaningful presentation of only device constraints. Infeasibility is handled iteratively making suitable changes on those constraints. Due to the simplicity of formulation, fully automated flow is achieved.
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模拟电路尺寸的快速无方程迭代方法
提出了一种快速求解模拟电路尺寸的无方程迭代方法。基于方程的分级方法由于消除了耗时的仿真工作而受到欢迎。如果方程以多项式不等式格式进行转换,则可以使用一种称为几何规划(GP)的特殊优化技术。以GP形式表述问题的优点是,即使存在数百个方程和数千个变量,也能保证全局最优性,并能立即返回最终设计点。但主要的局限性在于以多项式不等式的形式推导性能方程。在此背景下,我们开发了一种新的方法来快速调整模拟电路的尺寸。此方法不需要任何此类性能表达式。它只基于设备约束的有意义的表示。对这些约束进行适当的更改,迭代地处理不可行性。由于配方简单,实现了全自动流程。
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