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High Order and A-Stable Envelope Following Method for Transient Simulations of Oscillatory Circuits

机译:振荡电路瞬态仿真的高阶和A稳定包络跟踪方法

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摘要

A new enveloped following (EF) method based on high-order Obreshkov integration formula is presented. The new method is suitable for transient analysis of highly oscillatory circuits with widely separated time-scales. In addition, the proposed algorithm is capable of producing high-order numerically stable approximation of the transient response. The use of high-order formulas leads to a significant reduction in the computational time compared to low-order EF methods because it allows taking large steps in time while keeping the same accuracy.
机译:提出了一种基于高阶Obreshkov积分公式的包络跟踪(EF)方法。该新方法适用于时间尺度相分离的高度振荡电路的瞬态分析。另外,所提出的算法能够产生瞬态响应的高阶数值稳定近似。与低阶EF方法相比,高阶公式的使用显着减少了计算时间,因为它允许在保持相同精度的同时采取较大的时间步长。

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