QR factorisation in the shooting method

A. Brambilla, G. Gruosso, G. S. Gajani, M. Redaelli
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Abstract

Radio frequency (RF) applications in consumer electronics require solid methods for the computation of the steady state behaviour in autonomous and non autonomous circuits. The shooting method (SH) is possibly the most important steady state time domain numerical method currently employed in circuit simulation. We show that SH requires great care in the choice and use of matrix factorization methods. In particular, the advantages of QR over the more standard and widely employed LU method are shown.
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拍摄方法中的QR分解
射频(RF)在消费电子产品中的应用需要可靠的方法来计算自主和非自主电路的稳态行为。射击法可能是目前电路仿真中最重要的稳态时域数值方法。我们证明了SH在选择和使用矩阵分解方法时需要非常小心。特别是QR法相对于更标准和广泛使用的LU法的优势。
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