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Electron energy gain in the fundamental mode of an elliptical waveguide in the presence of static helical magnet by microwave radiation

机译:静态螺旋磁体存在下椭圆形波导在椭圆波导基本模式下的电子能量增益

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摘要

The dynamics and energy gain of an electron in the field of a transverse electric wave propagating inside an elliptical waveguide is analytically investigated by considering the existence of a helical magnet in which the field is perpendicular to the axis of the waveguide and rotating as a function of position along the magnet. Besides, by solving the relativistic momentum and energy equations, the deflection angle and the acceleration gradient of the electron in the waveguide are obtained. It is shown that the electron is deflected due to the field components of the transverse electric mode of this microwave, and at the same time, it is accelerated by these fields. Furthermore, the expressions of the acceleration gradient and deflection angle for an electron in the transverse electric mode inside the plasma elliptical waveguide without a static helical magnet are presented, which was injected initially along the propagation direction of the microwave. The results are graphically presented.
机译:考虑到螺旋磁体的存在,对椭圆形波导内部传播的横向电波中电子的动力学和能量增益进行了分析研究,该螺旋磁体中的磁场垂直于波导的轴并根据其旋转沿磁铁的位置。此外,通过求解相对论动量和能量方程,可以获得波导中电子的偏转角和加速度梯度。可以看出,由于该微波的横向电模式的场分量,电子发生偏转,同时,这些场使电子加速。此外,给出了在不带静态螺旋磁体的等离子椭圆形波导内部横向电子模式下电子在横向电模式下的加速度梯度和偏转角的表达式,该表达式最初是沿着微波的传播方向注入的。结果以图形方式显示。

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