首页> 外文会议>1997 6th International Symposium on Recent Advances in Microwave Technology Proceedings >Frequency-Time Bifurcations in Evolution of Chaos in a Cavity With Active Microwave Devices
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Frequency-Time Bifurcations in Evolution of Chaos in a Cavity With Active Microwave Devices

机译:有源微波器件在腔内混沌演化中的频率-时间分叉

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摘要

Cavities and open resonators with arrays of active devices re used in many appoliations (1). They are promising, particularly, for developing wide-band noise generators as shown theoretically in (2) where the noise in a 1D open resonator was studied. The noise was shown to arise due to dynamical chaos in the nonlinear system formed by the microwave fieold coupling with the active medium at the resonator mirror. In (3), the similar problem of a 2D rectangular cavity with array of active devices was considered. The noise in the cavity was shown to be accompanied with a significant multi-frequency generation while a smooth power sepectrum is often required.
机译:具有有源器件阵列的空腔和开放式谐振器在许多应用中都得到了重用(1)。它们对于开发宽带噪声发生器尤其有希望,如理论上在(2)中所示,其中研究了一维开放式谐振器中的噪声。噪声的产生是由于在谐振腔镜处由微波磁场与活性介质耦合形成的非线性系统中的动态混沌引起的。在(3)中,考虑了带有有源器件阵列的二维矩形腔的类似问题。腔中的噪声显示出伴随着大量的多频产生,而通常需要平滑的功率谱。

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