2) linear multi step integral method
线性多步积分法
1.
A new modeling of high speed interconnects was made up using the traditional order reduction method, Arnoldi arithmetic, based on the linear multi step integral method, which has the consistent form with the integrated circuits.
基于线性多步积分法 (LMIM)建立了高速互连系统的数值模型 ,该模型具有和集总参数电路相容的形式 ;在此基础上 ,结合 Arnoldi算法 ,建立了互连系统相应的缩减模型 ;利用该缩减数值模型可以消除传统缩减模型仅适用于 RLC电路的条件限制 。
2.
The linear multi step integral method (LMIM) was presented for the transient simulation of the inter connects in high speed VLSI.
利用线性多步积分法分析了高速 VLSI中互连线的瞬态响应问题 。
4) Multi-step integration
多步积分
1.
Based on the approach of high order Taylor series transient stability calculation and the formula of multi-step integration,a method of explicit multi-step and multi-derivative integration transient stability calculation is proposed.
基于高阶Taylor级数暂态稳定计算方法,并结合多步积分公式,提出了多步高阶暂态稳定计算方法。
5) the free-item multistep method of precise integration
任意项精细积分多步法
6) Multistep Integrator
多步积分器
补充资料：多步法
见常微分方程初值问题数值解法。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条