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Longitudinal impedance of a step-in for a round beam at arbitrary beam energy

机译:圆束在任意束能量下的步入纵向阻抗

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摘要

Contribution of step-in geometric discontinuity to the longitudinal coupling impedance has been obtained analytically using exact field matching. We assumed a perfectly conducting beam-pipe wall of two different radii connected coaxially at z=0 so that the contribution to the longitudinal coupling impedance is purely due to the beam-pipe geometric discontinuity. We also obtained the longitudinal loss factor for a Gaussian beam as a function of beam energy and bunch length. Results have been analyzed numerically for some representative parameters close to real machine parameters. Analytical results have also been compared with numerical simulation from CST at relativistic beam energies. We found a very good agreement between theory and simulation.
机译:步进式几何不连续性对纵向耦合阻抗的贡献已通过使用精确的场匹配进行了分析。我们假设在z = 0处同轴连接的两个半径不同的完美导流束管壁,因此对纵向耦合阻抗的贡献完全是由于束管的几何不连续性造成的。我们还获得了高斯光束的纵向损耗因子,它是光束能量和束长度的函数。已经对一些接近于真实机器参数的代表性参数进行了数值分析。还将分析结果与CST在相对论光束能量下的数值模拟进行了比较。我们在理论和仿真之间找到了很好的共识。

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    FAIR-Accelerator Theory Croup, GS1 Darmstadt, Planckstr. I, D-64291 Darmstadt, Germany;

    FAIR-Accelerator Theory Croup, GS1 Darmstadt, Planckstr. I, D-64291 Darmstadt, Germany;

    FAIR-Accelerator Theory Croup, GS1 Darmstadt, Planckstr. I, D-64291 Darmstadt, Germany;

    FAIR Division, Magnettechnik/Kryotechnik, GSI Darmstadt, Planckstr, I, D-64291 Darmstadt, Germany;

    Technische Universitiit Darmstadt, Institut fiir Theorie elektromagnetischer Felder, TEMF, Schloβgartenstr. 8, D-64289 Darmstadt, Germany;

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  • 正文语种 eng
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  • 关键词

    coupling impedances; wakefields; beam dynamics;

    机译:耦合阻抗;尾波场;光束动力学;

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