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Transverse envelope analysis for accelerating relativistic electron beams in a linear accelerator as a photon source

机译:横向包络分析,用于在作为光子源的线性加速器中加速相对论电子束

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Since recent progress of electron guns extends the application of linear accelerators to photon radiation sources, the design and optimization of transverse beam optics over a linear accelerator become important. In this paper, we propose a transverse beam envelope analysis for accelerating beams in a linear accelerator using symplectic matrices based on a normalized emittance. This approach allows a description of the transverse envelope function, which reflects the characteristics of beam optics. Since the envelope function is described in the same phase space as photon radiation, it provides an effective and powerful tool for the design and optimization of the beam optics as a photon source. The emittance based formalism of the beam envelope, which was previously described by Douglas, Kewisch, and York, is first introduced for impulse acceleration, and then extended to a thick accelerator structure. The transverse beam envelope analyses, such as error sensitivity, chromatic aberration, and emittance growth, are presented by applying second-order perturbation treatment to a formulated matrix describing a quasi-periodic lattice in the linear accelerator system.
机译:由于电子枪的最新进展将线性加速器的应用扩展到光子辐射源,因此在线性加速器上设计和优化横束光学器件变得很重要。在本文中,我们提出了一种基于归一化发射率的辛矩阵,用于在线性加速器中加速光束的横向光束包络分析。这种方法可以描述横向包络函数,该函数反映了光束光学系统的特性。由于在与光子辐射相同的相空间中描述了包络函数,因此它为设计和优化作为光子源的光束光学系统提供了有效而强大的工具。最初由Douglas,Kewisch和York所描述的基于光束包络的基于发射率的形式主义首先被引入以进行脉冲加速,然后扩展为厚的加速器结构。通过对描述线性加速器系统中准周期晶格的公式化矩阵进行二阶扰动处理,可以进行横梁包络分析,例如误差敏感性,色差和发射率增长。

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