References
- Lindroos M. The ESS accelerator. SRF2011 Conference Proceedings; 2011. p. 994–998.
- Danared H. Design of the ESS accelerator. IPAC2012 Conference Proceedings; 2012. p. 3904–3906.
- Ainsworth R, Molloy S. The influence of parasitic modes on beam dynamics for the European spallation source linac. Nucl Instrm Methods. 2014 [cited 2014 Jan 11];734, Part A:95–100.
- Tückmantel J. Beam simulations with initial bunch noise in superconducting rf proton linacs. Phys Rev ST Accel Beams. 2010;13:011001.
- Schuh M, Gerigk F, Tückmantel J, et al. Influence of higher order modes on the beam stability in the high power superconducting proton linac. Phys Rev ST Accel Beams. 2011;14.
- Ho Kim S, Doleans M, Jeon Do, et al. Higher-order-mode (HOM) power in elliptical superconducting cavities for intense pulsed proton accelerators. Nucl Instrm Methods. 2002;492(1):1–10.
- Zheng HJ, Gao J, Pagani C, et al. HOM calculations for different cavities and beam induced HOM power analysis of ESS. Proceedings of SRF2015. Whistler, BC, Canada; 2015.
- Padamsee H, Knobloch J, Hays T. RF super-conductivity for accelerators. 2nd ed., Chap. 15.4, Wiley-VCH; 2008.
- Chao AW. Phisics of collective beam instabilities in high energy accelerators. Wiley; 1993.
- Wilson PB. Introduction to wakefields and wake potentials. SLAC-PUB-4547, SLAC/AP-66, January. 1989.
- Bane LF, Li Z. Obtaining the wakefield due to cell-to-cell misalignment in a linear accelerator structure. SLAC-AP-128, July. 2000.
- Bane LF, Wilson PB, Weiland T. Wake fields and wake field acceleration. SLAC-PUB-3528, December. 1984.
- Devanz G, Bazin N, Desmons M, et al. ESS elliptical cavities and cryomodules. SRF2013 Conference Proceedings; 2013. p. 1218–1222.
- Gerigk F, Arnaudon L, Baudrenghien P, et al. Linac4 Technical Design Report, Technical Design Report, CERN Report No. CERN-AB-2006-084. 2006.
- Wen L, Zhang S, Li Y, et al. Study of medium beta elliptical cavities for CADS. Chinese Phys C. 2016;40(2). Available from: https://arxiv.org/ftp/arxiv/papers/1505/1505.02885.pdf
- Slater JC. Microwave electronics. Cambridge (MA): Van Nostrand; 1950.
- Zekios CL, Allilomes PC, Kyriacou GA. Evaluation of eigenmode quality factor of large complex cavities based on PEC linear finite element formulation. Electron Lett. 2012;48:1399–1401.
- Zekios CL, Allilomes PC, Chryssomallis MT, Kyriacou GA. Finite element based eigenanalysis for the study of electrically large lossy cavities and reverberation chambers. PIER B. 2014;61:269–296.
- Costanza G, Ioannidis AD. Remarks on the mathematical solution of the hollow cavity eigenvalue problem. PIER. 2013:79–83.
- Geyi W. Time-domain theory of metal cavity resonator. PIER. 2008:219–253.
- Aksoy S, Tretyakov OA. Study of a time variant cavity system. J Electromagnet Waves Appl. 2002;16:11:219.
- Kurokawa K. The expansions of electromagnetic fields in cavities. IRE Trans Microwave Theory Tech. 1958;MTT-6:178–187.
- Omar A. Electromagnetic scattering and material characterization. Artech House; 2011.
- Helsing J, Karlsson A. IEEE Trans Microwave Theory Tech. 2015;MTT-63.
- Available from: https://www.comsol.se
- Robert D, Louis Lions J. Mathematical analysis and numerical methods for science and technology. Heidelberg: Springer; 2000.
- Jochen Engel K, Nagel R. One-parameter semigroups for linear evolution equations. New York (NY): Springer; 2000.
- Dautray R, Lions J-L. Mathematical analysis and numerical methods for science and technology. Vol. 5, Evolution problems. Springer; 2000.
- Gantmacher F. Lectures in analytical mechanics. Moscow: MIR Publications; 1975.
- Pars LA. A treatise on analytical mechanics. London: Heinemann; 1965.
- Goldstein H, Poole C, Safko J. Classical mechanics. Addison Wesley; 2002.
- Balanis CA. Advanced engineering electromagnetics. New york, Chichester, Brisbane Toronto Singapore: Wiley; 1989.
- Available from: http://www.eit.lth.se/index.php?uhpuid=dhs.gec\&hpuid=1013\&L=1