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Cold-cavity and self-consistent approaches in the theory of mode competition in gyrotrons

机译:回旋管模态竞争理论中的冷腔和自洽方法

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On the basis of a generalized theory, the cold-cavity and the self-consistent methods of calculation of mode competition in gyrotrons are compared. This comparison enables the conditions when the cold cavity approximation is justified to be determined. Specific examples are presented and numerical problems are discussed. It is concluded that mode competition can be studied by neglecting the interaction of the electrons and the RF field in the output taper in those cases when the parameter of irregularity of the output taper is <15. Here, the results obtained in the cold-cavity approximation overestimate the starting current of the parasitic mode by approximately 25% in comparison with the self-consistent approach. For values of the parameter of irregularity >15, the mode competition in gyrotrons must be studied only self-consistently, taking into account the interaction of the electrons and the RF field in the output taper as well as the factors which influence the interaction along the axis.
机译:在广义理论的基础上,比较了旋流器模腔竞争的冷腔和自洽计算方法。这种比较使得能够确定冷腔近似合理的条件。给出了具体示例并讨论了数值问题。可以得出结论,当输出锥度不规则参数小于15时,可以通过忽略电子与输出锥度中RF场的相互作用来研究模式竞争。在此,与自洽方法相比,在冷腔近似中获得的结果高估了寄生模式的启动电流约25%。对于不规则参数> 15的值,必须仅自洽地研究回旋管的模竞争,并考虑到电子和输出锥度中RF场的相互作用以及影响沿锥度相互作用的因素。轴。

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