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Mechanisms of efficiency enhancement by a tapered waveguide in gyrotron backward wave oscillators

机译:回旋型回波振荡器中锥形波导效率提高的机理

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The performance of a gyrotron backward wave oscillator (gyro-BWO), composed of a uniform waveguide section and a down-tapered waveguide section, is studied by a large-signal self-consistent model. Results show that the efficiency can be drastically enhanced to be 2.5 times higher than that of the gyro-BWO without tapering. Explorations of the physical mechanisms responsible for this enhancement reveal that the effects of the tapered section are twofold. First, the oscillation frequency becomes higher in the tapered case, leading to a higher initial resonance mismatch. As a result, electrons can be bunched deeper in the phase space so that most electrons can be located in the losing energy phase. Second, the reduction of the waveguide radius along the interaction region results in a growth of the coupling between the electron beam and the wave in the region where the wave power decays. In addition, the vulnerability of the efficiency to the velocity spread of the electron beam can be significantly alleviated for the wave of low oscillation frequency by using the tapered waveguide. [References: 18]
机译:通过大信号自洽模型研究了由均匀波导段和锥形波导段组成的回旋回波振荡器(gyro-BWO)的性能。结果表明,在不减小锥度的情况下,效率可以大大提高到比陀螺BWO的效率高2.5倍。对造成这种增强的物理机制的探索表明,锥形截面的作用是双重的。首先,在锥形情况下,振荡频率变得更高,从而导致更高的初始谐振失配。结果,电子可以在相空间中更深地聚集,从而大多数电子可以位于能量损失相中。第二,沿着相互作用区域的波导半径的减小导致在波功率衰减的区域中电子束与波之间的耦合的增加。此外,对于低振荡频率的波,通过使用锥形波导,可以大大减轻效率对电子束速度扩展的脆弱性。 [参考:18]

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