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Spiking phenomena in gyro backward-wave oscillators

机译:陀螺反向波振荡器的尖峰现象

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A theoretical analysis is presented which is capable of predicting the starting oscillation condition and the eigenmode temporal growth rate of gyro backward wave oscillators. The theoretical predictions are confirmed by computer simulations. The nonlinear saturation mechanism is due to that in the unstable system, the nonlinear electron phase shift induced by the interaction with the wave field results in a virtual end plane which tends to shorten the effective interaction length and brings the system into the marginal stable state. In the system far above threshold, the virtual end plane first oscillates about and eventually approaches the steady state location. This early oscillating behavior of the end plane strongly correlates to the initial pronounced spiking temporal structure in the output power. The spiking structure could be smoothed out if the magnetic field is tapered.
机译:提出了一种理论分析,其能够预测启动振荡条件和陀螺反向波振荡器的开始振荡条件和特征模型时间生长速率。通过计算机模拟确认理论预测。非线性饱和机构是由于在不稳定的系统中,由与波场的相互作用引起的非线性电子相移导致虚拟端平面,该虚拟端平面倾向于缩短有效的相互作用长度并将系统带入边缘稳定状态。在远高于阈值的系统中,虚拟端平面首先振荡并最终接近稳态位置。最终平面的这种早期振荡行为与输出功率中的初始发音尖峰时间结构密切相关。如果磁场锥形,则可以平滑尖峰结构。

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