The letter discusses a novel approach to nonlinear microwave circuit simulation by the harmonic-balance (HB) technique. The nonlinear system is solved by an inexact Newton method, and the GMRES iteration is used at each step to find a suitable inexact Newton update. The peculiar structure of the Jacobian matrix allows the basis vectors of the Krylov subspace to be computed mostly by the FFT. The resulting simulation tool is fast and robust, and outperforms conventional HB techniques when applied to large-size nonlinear analysis problems.

Fast and robust inexact Newton approach to the harmonic-balance analysis of nonlinear microwave circuits / Rizzoli V.; Mastri F.; Cecchetti C.; Sgallari F.. - In: IEEE MICROWAVE AND GUIDED WAVE LETTERS. - ISSN 1051-8207. - STAMPA. - 7:10(1997), pp. 359-361. [10.1109/75.631201]

Fast and robust inexact Newton approach to the harmonic-balance analysis of nonlinear microwave circuits

Rizzoli V.;Mastri F.;Sgallari F.
1997

Abstract

The letter discusses a novel approach to nonlinear microwave circuit simulation by the harmonic-balance (HB) technique. The nonlinear system is solved by an inexact Newton method, and the GMRES iteration is used at each step to find a suitable inexact Newton update. The peculiar structure of the Jacobian matrix allows the basis vectors of the Krylov subspace to be computed mostly by the FFT. The resulting simulation tool is fast and robust, and outperforms conventional HB techniques when applied to large-size nonlinear analysis problems.
1997
Fast and robust inexact Newton approach to the harmonic-balance analysis of nonlinear microwave circuits / Rizzoli V.; Mastri F.; Cecchetti C.; Sgallari F.. - In: IEEE MICROWAVE AND GUIDED WAVE LETTERS. - ISSN 1051-8207. - STAMPA. - 7:10(1997), pp. 359-361. [10.1109/75.631201]
Rizzoli V.; Mastri F.; Cecchetti C.; Sgallari F.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11585/917601
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