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Choosing a Baseline Configuration for the ILC Damping Rings

Choosing a Baseline Configuration for the ILC Damping Rings A. Wolski # , University of Liverpool and the Cockcroft Institute, UK J. Gao, IHEP, Beijing, China S. Guiducci, INFN-LNF, Frascati, Italy. THE COCKCROFT INSTITUTE of ACCELERATOR SCIENCE AND TECHNOLOGY. THE UNIVERSITY

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Choosing a Baseline Configuration for the ILC Damping Rings

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  1. Choosing a Baseline Configuration forthe ILC Damping Rings A. Wolski#, University of Liverpool and the Cockcroft Institute, UK J. Gao, IHEP, Beijing, China S. Guiducci, INFN-LNF, Frascati, Italy THE COCKCROFT INSTITUTE of ACCELERATOR SCIENCE AND TECHNOLOGY THE UNIVERSITY of LIVERPOOL Abstract The damping rings for the International Linear Collider must be capable of accepting large beams from the electron and positron sources, and producing highly damped beams meeting demanding stability specifications, at the machine repetition rate of 5 Hz. Between March and November 2005, a program of studies was undertaken by an international collaboration of 50 researchers, to compare a number of configuration options, including ring circumferences between 3 and 17 km. Here, we outline the studies and discuss the principle considerations in the choices of the baseline and alternative damping ring configurations. OTW: 3.22 km PPA: 2.82 km OCS: 6.11 km BRU: 6.33 km Introduction Early in 2005, the goal was set of defining a baseline configuration for the International Linear Collider (ILC). For the damping rings, this required the selection of a number of high-level parameters, including the circumference and energy, as well as the technology choice for various technical subsystems such as the injection and extraction kickers and the damping wigglers. The baseline configuration would be developed for the Reference Design Report and cost estimate, to be produced in 2006, and making a choice taking full account of technical and cost issues was therefore important. Alternatives to the baseline configuration, allowing trade-offs between cost and technical risk, could also be specified. Selecting the baseline configuration for the damping rings was a complicated issue because of the large number of conflicting requirements. For example, choice of the circumference depended on consideration of beam dynamics issues, cost, and availability. Some of the beam dynamics issues (e.g. fast-ion instability, electron cloud) favor a larger circumference, while others (e.g. dynamic aperture, space-charge) favor a smaller circumference. For a large circumference (approximately 17 km) ring, considerable cost savings may be achieved by selecting a “dogbone” layout in which long straight sections share tunnel with the main linac, and the arcs are relatively short (approximately 1 km circumference). Concerns with the dogbone layout included limitations on dynamic aperture from the poor symmetry, and the effects of stray fields from the high power RF components in the linac tunnel. A shorter (e.g. approximately 6 km) ring may save costs from the reduced lengths of vacuum system and damping wiggler required, but will require more tunnel than a dogbone layout. In this paper, we describe some of the outcomes of a wide range of studies that supported a systematic approach to the selection of the baseline configuration. We also briefly describe the process by which choices were made between the different configuration options. The studies supporting the configuration recommendations are documented in a report [1] completed in February 2006. A technical outline of the baseline configuration appears elsewhere in these proceedings [2]. MCH: 15.9 km DAS: 17.0 km TESLA: 17.0 km The Reference Lattices Any damping ring design must achieve the general specifications set by the “global” parameters of the ILC, including damping rate and beam current. These specifications are shown in Table 1. Any damping ring configuration must be capable of delivering the performance specifications given in Table 1. Lattice designs are necessary for evaluating the impact of a variety of beam dynamics effects, for estimating costs, and for studies of reliability and availability. The number of configuration options, including ranges of circumference, beam energy and lattice styles, meant that it was not practicable to produce and study lattices representing every single combination of configuration options. However, six new damping rings lattices were produced that covered three different circumferences (roughly: 3 km, 6 km and 17 km), two different energies (3.7 GeV and 5 GeV), and three different lattice styles (FODO, TME and PI arc cells). These six lattices provided reasonable coverage of the principle configuration options, and were therefore used as “reference” lattices for the damping rings configuration studies. To support objective evaluation, while allowing a convenient means of referring to each of the lattices, a naming scheme was adopted consisting of three (seemingly arbitrary) letters: the names and principle parameters of the reference lattices are shown in Table 2. Comparison of the Reference Lattices Working groups were organized to evaluate specific aspects of the damping rings, including a variety of beam dynamics issues, and the performance requirements for a number of technical subsystems. The objectives were: first, to perform each evaluation consistently across the reference lattices, so as to produce results allowing direct comparisons; and second, to verify the results of the evaluations using more than one simulation code, where possible. A good example of these objectives was provided by the studies of the effect on the dynamic aperture of nonlinear field components in the damping wiggler. Since the wiggler provides around 90% of the radiation loss in the damping rings, the wiggler can have a significant impact on the dynamics. Several tracking codes now include models to represent the wiggler field in a realistic way. Calculations of the dynamic aperture in each of the reference lattices were carried out using a number of different codes; good agreement was found between the codes for the impact of the damping wiggler on the dynamic aperture in each lattice. • Deciding on the Recommendations • A meeting to review the results of the configuration studies and make recommendations was held at CERN in early November 2005. Results included the outcome of studies of beam dynamics and technical subsystems, as well as reliability and availability estimates and cost estimates. The meeting was attended by 35 of the nearly 50 people who worked on the configuration studies. To guide the process of making the configuration options, a “ranking” system was agreed, that could be applied to each of the decisions needing to be made. For each decision, the relevant issues were ranked from A (critical) to C (minor impact); each issue was then assigned a technical risk from 1 (no risk) to 4 (technical solution unlikely), or a cost from 1 (lowest cost) to 4 (more than three times lowest cost option). Discussions were structured on reaching agreement on the significance and risk rankings for each issue. The results are recorded in the Configuration Studies Report [1] • The principle configuration decisions include: • A single 6 km damping ring for the electrons, and two stacked 6 km rings for the positrons. • Beam energy of 5 GeV. • Superferric damping wigglers. • A superconducting 500 MHz RF system (Note: the RF frequency was later changed to 650 MHz, to allow a higher harmonic number - for the low-Q ILC parameter set - and to simplify phase-locking between the damping rings and the linac RF systems.) • Electromagnet main magnets (dipoles, quadrupoles, etc.) Contributors to the Configuration Studies K.L. Bane1, D.P. Barber2,3, Y. Cai1, A. Dragt4, L. Emery5, J. Gao6, G.D. Gollin7, S. Guiducci8, H. Hayano9, S. Heifets1, J. Jones10, J.-Y. Jung11, E.-S. Kim12, M. Kuriki9, K. Kubo9, S. Kuroda9, L. Malysheva13,3, O. Malyshev10, C. Mitchell4, S. Mtingwa14,15,11, T. Naito9, J. Nelson1, K. Ohmi9, Y. Ohnishi9, K. Oide9, T. Okugi9, M. Palmer16, M. Pivi1, A. Ratti11, I. Reichel11, M. Ross1, D. Rubin16, R. Schlueter11, D. Schulte17, G.V. Stupakov1, N. Terunuma9, J. Urakawa9, J. Urban16, M. Venturini11, L. Wang1, R. Wanzenberg2, H. Weise2, A. Wolski11, M.D. Woodley1, G. Xia2, A. Xiao5, F. Zimmermann17. 1SLAC, Menlo Park, California, USA. 2DESY, Hamburg, Germany. 3The Cockcroft Institute for Accelerator Science and Technology, Daresbury, UK. 4University of Maryland, College Park, Maryland, USA. 5ANL, Illinois, USA. 6IHEP, Beijing, China. 7University of Illinois Urbana-Champagne, Illinois, USA. 8LNF, Frascati, Italy. 9KEK, Tsukuba, Japan. 10CCLRC ASTeC, Daresbury, UK. 11LBNL, Berkeley, California, USA. 12POSTECH, Korea. 13University of Liverpool, Liverpool, UK. 14Harvard University, Cambridge, Massachusetts, USA. 15North Carolina A&T State University, Greensboro, North Carolina, USA. 16Cornell University, Ithaca, New York, USA. 17CERN, Geneva, Switzerland. References [1] A. Wolski, J. Gao, S. Guiducci, “Configuration Studies and Recommendations for the ILC Damping Rings”, LBNL-59449 (2006). [2] S. Guiducci, these proceedings. #a.wolski@dl.ac.uk “Such are the changes which a few years bring about,and so do things pass away, like a tale that is told!” EPAC 2006, Edinburgh, UK.

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