Abstract

Introduction. Resonators based on epitaxially grown single-crystal films of yttrium iron garnet are used in various applications of microwave electronics. It is known that with increasing of microwave power incident on a resonator, various nonlinear effects begin to manifest themselves. There are: bistability effect, nonlinear frequency shift, nonlinear damping, etc. By now, the listed nonlinear effects have been quite good studied experimentally. Previously, when describing oscillations of various dynamical systems, the nonlinear damping and the nonlinear frequency shift were usually considered separately. At the same time, it was known that, when studying nonlinear magnetization oscillations in ferromagnetic film resonators with an increase in oscillation amplitude, these effects could occur simultaneously. Aim. Development of a model of magnetization oscillations taking into account the nonlinear frequency shift and nonlinear damping, as well as its experimental justification for a ferromagnetic film resonator. Materials and methods. The development of the model was carried out by the method of slowly varying amplitudes. An experimental study was carried out with a ferromagnetic film resonator. For the measurements, we used Rohde & Schwarz ZVA 40 vector network analyzer. We measured the frequency dependence of the reflection coefficient of the microwave signal from the resonator. Results. A model of nonlinear magnetization oscillations was developed taking into account both a nonlinear frequency shift and a nonlinear attenuation. The resonance curves were experimentally measured at various levels of the microwave power incident on the resonator. It was shown that nonlinear damping limits the nonlinear frequency shift of the magnetization oscillations in a tangentially magnetized ferromagnetic film resonator. Conclusion. The developed model adequately describes behavior of the resonance curves of ferromagnetic film resonators at high microwave power levels. The nonlinear damping leads to broadening of the resonance curves, thereby increasing losses. This effect also increases the reflection coefficient of the microwave signal from the resonator.

Highlights

  • The work was supported by the Ministry of Science

  • Formulation of the problem; discussion of the results; management of the work; preparation of the paper text

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Оригинальная статья

Б. Устинов1 1Санкт-Петербургский государственный электротехнический университет "ЛЭТИ" им. Что с ростом падающей на резонатор СВЧ-мощности начинают проявляться различные нелинейные эффекты: эффект бистабильности, нелинейный сдвиг частоты, нелинейное затухание и др. Ранее при описании колебаний различных динамических систем нелинейное затухание и нелинейный сдвиг частоты обычно рассматривались по отдельности. Построение модели вынужденных колебаний в слабонелинейных системах с учетом нелинейного сдвига частоты и нелинейного затухания, а также ее экспериментальное обоснование на примере пленочного ферромагнитного резонатора. Модель нелинейных колебаний намагниченности с одновременным учетом нелинейного сдвига частоты и нелинейного затухания. Экспериментально измерены резонансные кривые при различных уровнях падающей на резонатор СВЧ-мощности. Что нелинейное затухание ограничивает нелинейный сдвиг частоты колебаний намагниченности в касательно намагниченном пленочном ферромагнитном резонаторе. Построенная модель адекватно описывает поведение резонансных кривых пленочных ферромагнитных резонаторов при повышенных уровнях СВЧ-мощности. Статья поступила в редакцию 04.08.2020; принята к публикации после рецензирования 11.09.2020; опубликована онлайн 25.11.2020

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