Paper |
Title |
Other Keywords |
Page |
MOP84 |
First Cryogenic Tests with JLab's new Upgrade Cavities*
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damping, coupling, impedance, higher-order-mode |
216 |
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TUP52 |
Methods for Measuring and Controlling Beam Breakup in High Current ERLs
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feedback, damping, linac, electron |
387 |
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- C. Tennant, K. Jordan, E. Pozdeyev, R.A. Rimmer, H. Wang
Jefferson Lab, Newport News, Virginia
- S. Simrock
DESY, Hamburg
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It is well known that high current Energy Recovery Linacs (ERL) utilizing superconducting cavities are susceptible to a regenerative type of beam breakup (BBU). The BBU instability is caused by the transverse deflecting higher-order modes (HOMs) of the cavities which can have high impedance. We present MATLab simulation results for the BBU stability using the analysis tools of control theory. In this framework, methods of experimentally determining the threshold current and the means of suppressing the onset of the instability become more transparent. A scheme was developed to determine the threshold current due to a particular HOM by measuring the decay and rise times of the mode's field in response to an amplitude modulated beam as a function of the average electron beam current. To combat the harmful effects of a particularly dangerous mode, two methods of directly damping HOMs through the cavity HOM couplers were demonstrated. In an effort to suppress the BBU in the presence of multiple, dangerous HOMs, a conceptual design for a bunch-by-bunch transverse feedback system has been developed. By implementing beam feedback, the threshold for instability can be increased substantially.
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TUP69 |
Precision Alignments of Stripline BPMs with Quadrupole Magnets for TTF2
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quadrupole, alignment, linac, synchrotron |
426 |
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TUP70 |
Systematic Calibration of Beam Position Monitor in the High Intensity Proton Accelerator (J-PARC) LINAC
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quadrupole, linac, simulation, proton |
429 |
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- S. Sato, K. Hasegawa, F. Hiroki, J. Kishiro, Y. Kondo, M. Tanaka, T. Tomisawa, A. Ueno, H. Yoshikawa
JAERI, Ibaraki-ken
- Z. Igarashi, M. Ikegami, N. Kamikubota, S. Lee, K. Nigorikawa, T. Toyama
KEK, Ibaraki
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In J-PARC, a MW class of proton accelerator is under construction. Improperly- tuned beam would critically result in unacceptable (>0.1%) energy loss. Systematic strategy of fine calibrations of the beam position monitor (BPM) detectors, is therefore required. First, Off-beam-line calibrations of BPMs are taken, with a dedicatedly- designed bench, which has a beam-simulating electric wire carrying 324 MHz. And then discrepancies are calibrated for each BPM between reconstructed electrical center of pick-up plates and measured mechanical center, before the installation of BPM on the beam line. Secondly, after BPMs are installed on the beam line, real beam is used for systematic calibrations (Beam Based Calibration (BBC)). The discrepancies are calibrated between electromagnetic center of Q-magnets and reconstructed beam position. In KEK we have the first stage of J-Parc LINAC with Ion source, RFQ, DTL, Q- and steering-magnets, and lots of BPMs. Implementation of BBC is going with SAD-language, which can also be used for beam steering and beam trajectory simulations, e.g. TRACE-3D. In this presentation, such strategic BPM calibration system will be intensively described.
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TUP71 |
Highly Sensitive Measurements of the Dark Current of Superconducting Cavities for TESLA Using a SQUID Based Cryogenic Current Comparator
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electron, shielding, feedback, cryogenics |
432 |
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- W. Vodel, R. Neubert, S. Nietzsche
FSU, Jena
- K. Knaack, M. Wendt, K. Wittenburg
DESY, Hamburg
- A. Peters
GSI, Darmstadt
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This contribution presents a Cryogenic Current Comparator (CCC) as an excellent tool for detecting dark currents generated, e.g. by superconducting cavities for the upcoming TESLA project (X-FEL) at DESY. To achieve the maximum possible energy the gradient of the superconducting RF cavities should be pushed close to the physical limit of 50 MV/m. The undesired field emission of electrons (so-called dark current) of the superconducting RF cavities at strong fields may limit the maximum gradient. The absolute measurement of the dark current in correlation with the gradient will give a proper value to compare and classify the cavities. The main component of the CCC is a highly sensitive LTS-DC SQUID system which is able to measure extremely low magnetic fields, e.g. caused by the dark current. For this reason the input coil of the SQUID is connected across a special designed toroidal niobium pick-up coil for the passing electron beam. A noise limited current resolution of nearly 2 pA/√(Hz) with a measurement bandwidth of up to 70 kHz was achieved in the laboratory. Design issues of the CCC and the application in the CHECHIA cavity test stand at DESY as well as experimental results will be discussed.
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TUP72 |
TTF II Beam Monitors for Beam Position, Bunch Charge and Phase Measurements
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vacuum, undulator, instrumentation, single-bunch |
435 |
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- M. Wendt, D. Nölle
DESY, Hamburg
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An overview of the basic beam instrumentation with regard to elecromagnetic beam monitors for the TESLA Test Facility phase II (TTF II) is given. Emphasis is put on beam position monitor (BPM) and toroid transformer systems for beam orbit and bunch charge observations. Furthermore broadband monitors, i.e. wall current and bunch phase monitors, are briefly presented.
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THP32 |
New Accelerating Modules RF Test at TTF
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linac, klystron, superconductivity, radiation |
672 |
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- D. Kostin
DESY, Hamburg
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Five new accelerating modules were installed into the TTF tunnel as a part of the VUV FEL Linac. They are tested prior to the linac operation. The RF test includes processing of the superconducting cavities, as well as maximum module performance tests. The test procedure and the achieved performance together with the test statistical analysis are presented.
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THP33 |
Progress toward NLC/GLC Prototype Accelerator Structures
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dipole, simulation, impedance, linac |
675 |
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- J. Wang, G. Bowden, V.A. Dolgashev, R.M. Jones, J. Lewandowski, C.D. Nantista, S.G. Tantawi
SLAC/ARDA, Menlo Park, California
- C. Adolphsen, D.L. Burke, J.Q. Chan, J. Cornuelle, S. Döbert
SLAC/NLC, Menlo Park, California
- T. Arkan, C. Boffo, H. Carter, N. Khabiboulline
FNAL, Batavia, Illinois
- N. Baboi
DESY, Hamburg
- D. Finley, I. Gonin, S. Mishra, G. Romanov, N. Solyak
Fermilab, Batavia, Illinois
- Y. Higashi, T. Higo, T. Kumi, Y. Morozumi, N. Toge, K. Ueno
KEK, Ibaraki
- Z. Li, R. Miller, C. Pearson, R.D. Ruth, P.B. Wilson, L. Xiao
SLAC, Menlo Park, California
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The accelerator structure groups for NLC (Next Linear Collider) and GLC (Global Linear Colliders) have successfully collaborated on the research and development of a major series of advanced accelerator structures based on room-temperature technology at X-band frequency. The progress in design, simulation, microwave measurement and high gradient tests are summarized in this paper. The recent effort in design and fabrication of the accelerator structure prototype for the main linac is presented in detail including HOM (High Order Mode) suppression and couplers, fundamental mode couplers, optimized accelerator cavities as well as plans for future structures. We emphasize techniques to reduce the field on the surface of the copper structures (in order to achieve high accelerating gradients), limit the dipole wakefields (to relax alignment tolerance and prevent a beam break up instability) and improve shunt impedance (to reduce the RF power required).
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THP65 |
Low-Power RF Tuning of the Spallation Neutron Source Warm LINAC Structures
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coupling, linac, target, vacuum |
760 |
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- C. Deibele, G. Johnson
ORNL, Oak Ridge
- J. Billen, N.K. Bultman, J. Stovall
LANL, Los Alamos, New Mexico
- J. Error, P. Gibson
ORNL/SNS, Oak Ridge, Tennessee
- J. Manolitsas, D. Trompetter
ACCEL, Bergisch Gladbach
- A. Vasyuchenko
RAS/INR, Moscow
- L. Young
TechSource, Santa Fe, NM
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The Spallation Neutron Source (SNS) is an accelerator-based neutron source being built at Oak Ridge National Laboratory. A conventional 402.5 MHz drift-tube linac (DTL) accelerates the beam from 2.5 to 86 MeV, and the 805 MHz coupled-cavity linac (CCL) continues acceleration to 186 MeV. Tuning the six DTL tanks involves adjusting post-coupler lengths and slug tuners to achieve the design resonant frequency and stabilized field distribution. A 2.5 MW klystron feeds RF power into each DTL tank through a ridge-loaded waveguide that does not perturb either the frequency or field distribution in the tank. The CCL consists of 4 RF modules operating in the βλ/2 mode. Each module contains 96 accelerating cavities in 12 segments of 8 cavities each, 11 active bridge coupler cavities, and 106 nominally unexcited coupling cavities. For each RF module, power from a single 5 MW klystron splits once and drives bridge couplers 3 and 9. We will discuss the special tools and measurement techniques developed for the low-power tuning activities.
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THP92 |
Effect of the Tuner on the Field Flatness of SNS Superconducting RF Cavities
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simulation, coupling, resonance, superconducting-RF |
815 |
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- A. Sun
ORNL/SNS, Oak Ridge, Tennessee
- H. Wang, G. Wu
Jefferson Lab, Newport News, Virginia
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Field flatness in a multi-cell superconducting cavity affects not only the net accelerating voltage, but also the peak surface field and the Lorenz Force detuning coefficient. Our measurement indicates that the field flatness changes both external Q of the Fundamental Power Coupler (FPC) and external Q of the Field Probe (FP). The field amplitude tilts linearly to the distance between the cell center and the cavitys geometry center (pivot point). The tilt rate has been measured in a cryomodule cold (2 K) test, being about 2%/100 kHz, relative the field flatness at the cavitys center frequency of 805 MHz. Bead-pull measurements confirmed that the field flatness change is 2.0%/100 kHz for a medium β cavity with helium vessel, and 1.72%/100 kHz without helium vessel. These results matched the predictions of simulations using ANSYS and SUPERFISH. A detailed analysis reveals that longitudinal capacitive gap deformation is the main cause of the frequency change. Field flatness change was not only due to the uneven stored energy change within the cell, but also due to cell-to-cell coupling.
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