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Experimental investigation of the impact of phase vs. frequency characteristic properties on steady state oscillation existence in feedback oscillators

机译:相位和频率特性对反馈振荡器稳态振荡影响的实验研究

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In this contribution we present the results of computer simulations as well as real experiments which all confirm the correctness of amendments to what is known as the Barkhausen criterion, necessary for its further application in practice [1]. The Barkhausen criterion for the formation of steady state harmonic oscillations is, due to its simplicity, very often used in the design of oscillators with feedback. In the literature, however, there are examples of oscillators that, even when this condition is met, do not oscillate at the desired frequency. In this paper we show in a suitable type of oscillator that for the emergence of harmonic oscillations, additional necessary condition of negative derivative of phase vs. frequency characteristic of the open loop feedback oscillator is needed. If this condition is not met, steady state oscillations may not exist, even if one may expect their existence from the Barkhausen criterion. Moreover, in some types of feedback oscillators, relaxation oscillations may occur at different frequencies as well. For verification of the additional condition, we proposed a proper RLC band pass filter, by means of which it is possible to easily change the sign of the derivative of the phase vs. frequency characteristic.
机译:在这项贡献中,我们介绍了计算机仿真的结果以及实际实验,所有这些都证实了对所谓的巴克豪森准则的修正的正确性,这是在实践中进一步应用其必要条件[1]。由于其简单性,用于形成稳态谐波振荡的巴克豪森准则非常常用于具有反馈的振荡器的设计中。然而,在文献中,存在一些振荡器的示例,即使满足该条件,也不会以所需的频率振荡。在本文中,我们证明了在一种合适的振荡器中,对于谐波振荡的出现,还需要开环反馈振荡器的相位与频率特性的负导数的附加必要条件。如果不满足此条件,则可能不存在稳态振荡,即使可以根据巴克豪森准则来预期也存在稳态振荡。此外,在某些类型的反馈振荡器中,弛豫振荡也可能在不同的频率下发生。为了验证附加条件,我们提出了一个合适的RLC带通滤波器,借助它可以轻松地改变相位与频率特性的导数的正负号。

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