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Three-Dimensional Numerical Simulation of a 30-GHz Gyrotron Resonator With an Explicit High-Order Discontinuous-Galerkin-Based Parallel Particle-In-Cell Method

机译:基于显式高阶不连续Galerkin并行粒子内单元方法的30 GHz回旋共振器的三维数值模拟

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Fast design codes for the simulation of the particle–field interaction in the interior of gyrotron resonators are available. They procure their rapidity by making strong physical simplifications and approximations, which are not known to be valid for many variations of the geometry and the operating setup. For the first time, we apply a fully electromagnetic (EM) transient 3-D high-order discontinuous Galerkin particle-in-cell method solving the complete self-consistent nonlinear Vlasov–Maxwell equations to simulate a 30-GHz high-power millimeter-wave gyrotron resonator without physical reductions. This is a computational expensive endeavor, which requires today's high-performance computing capacity. However, this enables a detailed analysis of the EM field, the excited $hbox{TE}_{2, 3}$ mode, the frequencies, and the azimuthal particle bunching in the beam. Therefrom, we present new insights into the complex particle–field interaction of the electron cyclotron maser instability transferring kinetic energy from the electron beam to the EM field.
机译:提供了用于模拟回旋共振器内部的粒子-场相互作用的快速设计规范。他们通过进行强大的物理简化和逼近来提高速度,这在许多几何形状和操作设置的变化中都是未知的。第一次,我们采用全电磁(EM)瞬态3-D高阶不连续Galerkin单元内粒子方法,求解了完整的自洽非线性Vlasov-Maxwell方程,以模拟30 GHz高功率毫米波。波回旋共振器,无需进行物理缩减。这是一项计算昂贵的工作,需要当今的高性能计算能力。但是,这可以对EM场,激发的$ hbox {TE} _ {2,3} $模式,频率和光束中的方位粒子聚集进行详细分析。从而,我们对电子回旋加速器主激不稳定性的复杂粒子-场相互作用提供了新的见解,将动能从电子束传递到EM场。

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