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Effect of non-uniform slow wave structure in a relativistic backward wave oscillator with a resonant reflector

机译:具有共振反射器的相对论后波振荡器中非均匀慢波结构的影响

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This paper provides a fresh insight into the effect of non-uniform slow wave structure (SWS) used in a relativistic backward wave oscillator (RBWO) with a resonant reflector. Compared with the uniform SWS, the reflection coefficient of the non-uniform SWS is higher, leading to a lower modulating electric field in the resonant reflector and a larger distance to maximize the modulation current. Moreover, for both types of RBWOs, stronger standing-wave field takes place at the rear part of the SWS. In addition, besides Cerenkov effects, the energy conversion process in the RBWO strongly depends on transit time effects. Thus, the matching condition between the distributions of harmonic current and standing wave field provides a profound influence on the beam-wave interaction. In the non-uniform RBWO, the region with a stronger standing wave field corresponds to a higher fundamental harmonic current distribution. Particle-in-cell simulations show that with a diode voltage of 1.02 MV and beam current of 13.2 kA, a microwave power of 4 GW has been obtained, compared to that of 3 GW in the uniform RBWO.
机译:本文提供了对具有共振反射器的相对论后向波振荡器(RBWO)中使用的非均匀慢波结构(SWS)的影响的新见解。与均匀的SWS相比,非均匀的SWS的反射系数更高,从而导致谐振反射器中的调制电场更低,而距离更大,从而使调制电流最大化。此外,对于两种类型的RBWO,在SWS的后部都会产生更强的驻波场。此外,除了切伦科夫效应外,RBWO中的能量转换过程还强烈依赖于渡越时间效应。因此,谐波电流分布与驻波场之间的匹配条件对束波相互作用产生了深远的影响。在非均匀RBWO中,具有更强驻波场的区域对应于更高的基波谐波电流分布。单元中粒子模拟显示,在二极管电压为1.02 MV且束流为13.2 kA的情况下,与均匀RBWO中的3 GW相比,微波功率为4 GW。

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