Abstract
The coaxial wire method is a useful and efficient tool for (simulated) beam-coupling impedance and loss-factor measurements. Usually one obtains reliable results for a single, localized impedance with Z < ZL. This does not mean that in other cases (several discontinuities Z ⩾ ZL) the results are incorrect, but caution and cross checking are required. It should be kept in mind that the wire permits coupling (= energy exchange) between two or more discontinuities, which would not be coupled in the case of an empty beam pipe. In general, transmission rather than reflection measurements are better. The effect of multiple reflections due to mismatch in adapter pieces can be eliminated by time filtering (= gating).
As a second choice de-embedding (calibration) procedures may be used, as they are more difficult to handle than gating, but sometimes also more effective in rejecting undesired signals. In all cases a high electrical and mechanical repeatability is required.
The beam-coupling impedance and the loss factor can be measured with the same instrumentation using the synthetic-pulse technique. Synthetic pulses are more powerful in terms of stability and signal-to-noise ratio than real pulses but the set-up may be more expensive. Caution should be exercised for frequencies beyond waveguide cut-off,and the effect of waveguide modes must be carefully considered. Impedance measurements without a coaxial wire relying on TM modes appear to be possible within certain limitations. Band-limited Time Domain Reflectometry (TDR) using TM or TE modes can return useful information on beam pipe discontinuities. In order to simulate transverse fields of very slow beams, an array of probe and loop antennas gave promising results.
Bead-pull measurements on cavity-like objects are nowadays used rather for tuning purposes (multiple cell, RFQ) than for R/Q determination. With the availability of powerful computer codes for field calculation, often only the Q measurement is still required.
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References
J.D. Jackson, Classical Electrodynamics, John Wiley and Sons, New York 1975, Sect. 9.1.
E. Karantzoulis, An overview on Impedance Measuring Methods for Accelerators, Sincrotrone Trieste, ST/M-91/1, January 1991.
S.A. Heifets and S.A. Kheifets, Coupling Impedance in Modern Accelerators, SLAC-PUB-5297, Sept. 1990.
L. Palumbo and V.G. Vaccaro, Wake Fields Measurements, Joint US-CERN School on Particle Accelerators, Lecture Notes in Physics, No. 343, Springer-Verlag, 1988.
R.L. Gluckstern and R. Li, Analysis of Coaxial Wire Measurement of Longitudinal Coupling Impedance, 4th Int. Conf. On High-Energy Accelerators, KEK, Japan, 1990.
T. Weiland, On The Numerical Solution of Maxwell's Equations and Applications in the Field of Accelerator Physics, DESY M-84-06, Jan. 1984.
M. Sands, J. Rees, SLAC-report PEP-95, August 1974.
P.B. Wilson, J.B. Styles and K.L.F. Bane, Comparison of Measured and Computed Loss to Parasitic Modes in Cylindrical Cavities with Beam Ports, SLAC-PUB-1908, PEP-240, March 1977.
H. Hahn and F. Pedersen, On Coaxial Wire Measurements of the Longitudinal Coupling Impedance, BNL 50870, Particle Accelerators and High-Voltage Machines-TID-4500, April 1978.
M. Billing (Cornell), Private Communication.
F. Caspers, Beam Impedance Measurement Using the Coaxial Wire Method, Proc of the Workshop on Impedance and Current Limitations, ESRF Grenoble 1988, Sect. 2.1, and CERN PS/88-59 (AR).
K. Lange, K.H. Löcherer, Taschenbuch der Hochfrequenztechnik (4 Auflage, 1986), Springer Verlag, p. C20, 1986.
D. Boussard, H. Henke, J. Gareyte, Academic Training Programme, CERN, 1986, Unpublished.
F. Caspers, Beam Impedance Measurement by the Wire Method Using a Synthetic Pulse Technique, IEEE, NS-32, pp. 1914–1916, 1985.
M.E. Hines, H.E. Stinehelfer, Time-Domain Oscillographic Microwave Network Analysis Using Frequency-Domain Data, IEEE Trans. on Microwave Theory and Techniques, Vol. MTT-22, No. 3, March 1974.
J. Curran, Applying TRL Calibration for Non-Coaxial Measurements, Microwave System News, pp. 91–98, March 1988.
L. Walling, LANL, Private Communication.
L. Walling, D. McMurray, D. Neuffer, H.A. Thiessen, Transmission Line Impedance Measurements for an Advanced Hadron Facility, LANL 1988.
H.J. Eul and B. Schiek, Experimental Results of New Self-Calibration Procedures for Network Analyzers, Proc. of the 20th European Microwave Conf., Budapest, 1990, 1461–1466.
H.J. Eul and B. Schiek, Broadband Self-Calibration Techniques for Network Analyzers, Frequenz 44 (1990), 5.
H.J. Eul, Comments on “A Unified Mathematical Approach to Two-Port Calibration Techniques and Some Applications”, IEEE Trans. on Microwave Theory and Techniques, Vol. 38, No. 8, August 1990.
G.F. Engen and C.A. Hoer, “Thru-Reflect-Line”: An Improved Technique for Calibrating the Dual Six-Port Automatic Network Analyzer, IEEE Trans. on Microwave Theory and Techniques, Vol. MTT-27, No. 12, Dec. 1979.
R.R. Pantoja, M.J. Howes, J.R. Richardson and R.D. Pollard, Improved Calibration and Measurement of the Scattering Parameters of Microwave Integrated Circuits, IEEE Trans. on Microwave Theory and Techniques, Vol. 37, No. 11, Nov. 1989.
R.A. Soares, P. Gouzien, P. Legaud and G. Follot, A Unified Mathematical Approach to Two-Port Calibration Techniques and Some Applications, IEEE Trans. on Microwave Theory and Techniques, Vol. 37, No. 11, Nov. 1989.
R.A. Speciale, A Generalization of the TSD Network-Analyzer Calibration Procedure, Covering n-Port Scattering-Parameter Measurements, Affected by Leakage Errors, IEEE Trans. on Microwave Theory and Techniques, Vol. MTT-25, No. 12, Dec. 1977.
H.J. Eul and B. Schiek, Thru-Match-Reflect: One Result of a Rigorous Theory for De-embedding and Network Analyzer Calibration, Proc. of the 18th European Microwave Conf., Stockholm, 1988.
King-Yuen Ng, Impedances of Stripline Beam-Position Monitors, Particle Accelerators, 1988, Vol. 23, 93–102.
G. Nassibian, The Real Part of the Low Frequency Beam Impedance of Travelling Wave Kickers with Arbitrary Terminations, CERN/PS/85-68 (BR), 1985.
G. Nassibian and F. Sacherer, A Method for Measuring Transverse Coupling Impedance, CERN/ISR-TH/77-61, 1977.
G. Lambertson, Dynamic Devices-Pickups and Kickers, FNAL Acc. School 1984, AIP Conf. Proc. 153, 1413–1442.
H. Henke, Private Communication.
S. Kheifets and B. Zotter, Longitudinal and Transverse Impedance of Bellows in the Low Frequency Range, Nucl. Instr. and Methods in Physics Res., A243, 13–27, 1986.
F. Caspers, J.P. Delahaye, J.C. Godot, K. Hübner and A. Poncet, EPAC, Rome, 1988, CERN PS/88-37 (LP).
A. Faltens, E.C. Hartwig, D. Möhl, and A.M. Sessler, An Analog Method for Measuring the Longitudinal Coupling Impedance of a Relativistic Particle Beam with its Environment, Proc. 8th International Conf. on High Energy Acc. CERN 1971.
L.J. Laslett, K. Neil, A. Sessler, Transverse Resistive Instabilities Rev. Sci. Instr. 36, pp. 436–448, 1965.
F. Caspers, D. Möhl, and A. Schwinn, A New Bench Method to Simulate Electromagnetic Fields of Slow Beams, EPAC 90 and CERN/PS 90-35 (AR).
N. Tokuda, Travelling Wave Pick-ups and Kickers for Stochastic Cooling at Low Beam Velocity, in: Proc. IVth LEAR Workshop, Villars (CH), 1987, (Edited by C. Amsler et al.) Harwood Academic Publishers, Chur 1988, pp. 135–138.
G. Jackson, FNAL, Review of Impedance Measurements at FNAL, 1990, unpublished.
G.R. Lambertson, A.F. Jacob, R.A. Rimmer, F. Völker, Techniques for Beam Impedance Measurements Above Cut-off, LBL-28190, EPAC Rome 1990.
R.A. Rimmer, D.A. Goldberg, A.F. Jacob, G.R. Lambertson, F. Völker, Beam Impedance Measurements on the ALS Curved Sector Tank, LBL-28192, EPAC Rome 1990.
A. Jacob and G.R. Lambertson, Impedance Measurements on Button Electrodes, IEEE Part. Accel. Conf., Chicago 1989, LBL-25955.
P.I. Somlo, The Locating Reflectometer, IEEE Trans. on Microwave and Techniques, Vol. MTT-20, No. 2, Feb. 1972.
D. Stone, K.L. Felch and S.T. Spang, Mode-Specific Reflectometry in a Multimode Waveguide, IEEE Trans. on Microwave Theory and Techniques, Vol. MTT-31, No. 9, Sept. 1983.
C. Taylor, Private Communication.
H. Hahn and H.J. Halama, Perturbation Measurement of Transverse R/Q in Iris-Loaded Waveguides, IEEE Trans. on Microwave Theory and Techniques, MTT-16, Jan. 1988, 20–29.
L.G. Bernier, T. Sphicopoulos and F.H. Gardiol, An Automatic System for the Measurement of the Field Distribution in Resonant Cavities, IEEE Instrum. and Methods, IM-32, Dec. 1983, 462–466.
L.C. Maier and J.C. Slater, Field Strength Measurements in Resonant Cavities, J. Appl. Physics, Vol. 23, No. 1, Jan. 1962.
F. Caspers and G. Dôme, Precise Perturbation Measurements of Resonant Cavities and Higher Order Mode Identification, CERN SPS/85-46 (ARF), 1985.
J. Jacob, Measurement of the Higher-Order Mode Impedances of the LEP Cavities, ESRF-MAC-06/10, 1988.
P. Marchand and D. Proch, Higher Order Mode Measurements in a 5-Cell Copper Cavity at 2 GHz and Application to a Superconducting Cavity for Petra, CERN/EF/RF 82-7, Oct. 1982.
Lapostolle and Septiev, Linear Accelerators, 1970 North-Holland Publishing, 91–100.
W. Pirkl, Tuning of the RFQ, CERN-PS/RF Note 83-4, 1983.
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© 1992 Springer-Verlag
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Caspers, F. (1992). Bench methods for bean-coupling impedance measurement. In: Dienes, M., Month, M., Turner, S. (eds) Frontiers of Particle Beams: Intensity Limitations. Lecture Notes in Physics, vol 400. Springer, Berlin, Heidelberg. https://doi.org/10.1007/3-540-55250-2_27
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DOI: https://doi.org/10.1007/3-540-55250-2_27
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