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Proposal of a new principle of cyclotron emission from neutralized electron beams

机译:关于中和电子束回旋加速器发射的新原理的建议

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Radiation from a loosely constrained cyclotron motion of mono-energetic electrons on a common large orbit (LO) circle in a uniform axial magnetic field and in a right-hand circularly polarized field of plane electromagnetic waves has been studied numerically by particle simulation. A restoring force caused by neutralizing ions against the displacements of gyrating electrons from the original LO circle is introduced by a phenomenological potential well in the radial direction. It is shown that, in high-density beams such as w(b)(2) (Omega) over tilde (2), Cherenkov instability in the azimuthal direction with w < (Omega) over tilde + V(z)k(z) leads to the excitation of microwaves. Here, w(b), (Omega) over tilde, w, V-z and k(z) are, respectively, relativistic beam plasma frequency, relativistic electron cyclotron frequency, oscillation angular frequency, axial component of beam velocity and axial wavenumber.
机译:通过粒子模拟,对在平面电磁波的均匀轴向磁场和右旋圆极化场中,单个高能电子在共同大轨道(LO)圆上的松散约束回旋加速器运动产生的辐射进行了数值研究。由现象学势阱在径向方向上引入了由中和离子对来自原始LO圆的旋转电子的位移产生的恢复力。结果表明,在诸如w(b)(2)(Ω)上在代尔特(2)上的高密度光束中,方位角方向上的切伦科夫不稳定性,其中w <(Ω)在代尔特上+ V(z)k (z)导致微波的激发。这里,波浪号上的w(b),ω,w,V-z和k(z)分别是相对论束等离子体频率,相对论电子回旋加速器频率,振荡角频率,束速度的轴向分量和轴向波数。

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