首页> 外文会议>The Seventh Workshop on Non-Neutral Plasma Physics; Jul 8-11, 2003; Santa Fe, New Mexico >Modeling Intense Beam Propagation in the Paul Trap Simulator Experiment (PTSX)
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Modeling Intense Beam Propagation in the Paul Trap Simulator Experiment (PTSX)

机译:在Paul Trap模拟器实验(PTSX)中模拟强光束的传播

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The Paul Trap Simulator Experiment (PTSX) is a compact laboratory facility whose purpose is to simulate the nonlinear dynamics of intense charged particle beam propagation over large distances through an alternating-gradient magnetic transport system. The PTSX device is a 200 cm long, 20 cm diameter cylindrical Paul trap in which a 400 V, 100 kHz signal confines cesium ions to an rms radius of 1 cm. The one-component cesium plasmas can be confined for hundreds of milliseconds, which would correspond to an equivalent alternating-gradient transport system many kilometers long. The normalized intensity parameter s = ω_p~2|_r=0/2ω_q~2, where ω_q is the average transverse focusing frequency, describes whether the plasma is emittance-dominated (s 1) or space-charge-dominated (s→1). By increasing the amount of charge loaded into the trap, PTSX reaches values of s = 0.8. Thus, the opportunity exists to study important physics topics such as: the conditions necessary for quiescent intense beam propagation over large distances, beam mismatch and envelope instabilities, collective mode excitations, the dynamics and production of halo particles, emittance growth, compression techniques, and the effects of the distribution function on stability properties. Results are presented that demonstrate the sustainment of the radial density profile over long times, and the ability of PTSX to reach large s. The results of initial three-dimensional particle-in-cell simulations are also presented.
机译:Paul Trap模拟器实验(PTSX)是一个紧凑的实验室设施,其目的是模拟通过交替梯度磁传输系统在远距离内传播的强带电粒子束的非线性动力学。 PTSX设备是200厘米长,直径20厘米的圆柱形Paul阱,其中400 V,100 kHz信号将铯离子限制在1厘米的均方根半径内。单组分铯等离子体可以被限制数百毫秒,这相当于一个相当长的千米的等效交替梯度传输系统。归一化强度参数s =ω_p〜2 | _r = 0 /2ω_q〜2,其中ω_q是平均横向聚焦频率,它描述等离子体是发射为主的(s << 1)还是空间电荷为主的(s→ 1)。通过增加加载到陷阱中的电荷量,PTSX达到s = 0.8的值。因此,有机会研究重要的物理主题,例如:大距离下静态强光束传播的必要条件,光束失配和包络不稳定性,集体模式激发,晕圈粒子的动力学和产生,发射率增长,压缩技术以及分布函数对稳定性的影响。提出的结果证明了径向密度分布在长时​​间内的维持以及PTSX达到大s的能力。还介绍了初始三维粒子模拟的结果。

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