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Multi-splitting Waveform Relaxation Methods for Determining Periodic Solutions of Linear Differential-Algebraic Equations

机译:用于确定线性差分代数方程的周期解的多分裂波形弛豫方法

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This paper use multi-splittings waveform relaxation (MSWR) method to determine the periodic solutions of linear differential-algebraic equations. Based on the spectral radius of the derived operator by decoupled process, we obtain some convergent conditions for the MSWR method. Numerical example in circuit simulation is provided to further confirm the theoretical analysis and also show that the multi-splitting technique can effectively accelerate the convergent performance of the iterative process.
机译:本文使用多分配波形松弛(MSWR)方法来确定线性差分代数方程的周期性解。基于解耦过程的衍生操作员的光谱半径,我们为MSWR方法获得了一些收敛条件。提供电路模拟中的数值例子以进一步证实理论分析,并表明多分裂技术可以有效地加速迭代过程的收敛性能。

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