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New Method for a Continuous Determination of the Spin Tune in Storage Rings and Implications for Precision Experiments
Eversmann, D. ; Hejny, V.FZJ* ; Hinder, F.FZJ* ; Kacharava, A.FZJ* ; Pretz, J.FZJ* ; Rathmann, F. (Corresponding author)FZJ* ; Rosenthal, M.FZJ* ; Trinkel, F.FZJ* ; Andrianov, S. ; Augustyniak, W. ; Bagdasarian, Z.FZJ* ; Bai, M.FZJ* ; Bernreuther, W. ; Bertelli, S.FZJ* ; Berz, M. ; Bsaisou, J. ; Chekmenev, S.FZJ* ; Chiladze, D. ; Ciullo, G.FZJ* ; Contalbrigo, M. ; de Vries, J.FZJ* ; Dymov, S.FZJ* ; Engels, R.FZJ* ; Esser, F. M. ; Felden, O.FZJ* ; Gaisser, M. ; Gebel, R.FZJ* ; Glückler, H.FZJ* ; Goldenbaum, F.FZJ* ; Grigoryev, K.FZJ* ; Grzonka, D.FZJ* ; Guidoboni, G. ; Hanhart, C.FZJ* ; Heberling, D. ; Hempelmann, N.FZJ* ; Hetzel, J.FZJ* ; Hipple, R. ; Hölscher, D. ; Ivanov, A.FZJ* ; Kamerdzhiev, V.FZJ* ; Kamys, B. ; Keshelashvili, I.FZJ* ; Khoukaz, A. ; Koop, I. ; Krause, H.-J.FZJ* ; Krewald, S.FZJ* ; Kulikov, A. ; Lehrach, A.FZJ* ; Lenisa, P.FZJ* ; Lomidze, N. ; Lorentz, B.FZJ* ; Maanen, P. ; Macharashvili, G.FZJ* ; Magiera, A. ; Maier, R.FZJ* ; Makino, K. ; Mariański, B. ; Mchedlishvili, D.FZJ* ; Meißner, U.-G.FZJ* ; Mey, S.FZJ* ; Nass, A.FZJ* ; Natour, G.FZJ* ; Nikolaev, N.FZJ* ; Nioradze, M. ; Nogga, A.FZJ* ; Nowakowski, K. ; Pesce, A. ; Prasuhn, D.FZJ* ; Ritman, J.FZJ* ; Rudy, Z. ; Saleev, A.FZJ* ; Semertzidis, Y. ; Senichev, Y.FZJ* ; Shmakova, V. ; Silenko, A. ; Slim, J. ; Soltner, H.FZJ* ; Stahl, A. ; Stassen, R.FZJ* ; Statera, M.FZJ* ; Stephenson, E. ; Stockhorst, H.FZJ* ; Straatmann, H.FZJ* ; Ströher, H. ; Tabidze, M. ; Talman, R. ; Thörngren Engblom, P. ; Trzciński, A. ; Uzikov, Y.FZJ* ; Valdau, Y.FZJ* ; Valetov, E. ; Vassiliev, A. ; Weidemann, C.FZJ* ; Wilkin, C. ; Wirzba, A.FZJ* ; Wrońska, A. ; Wüstner, P.FZJ* ; Zakrzewska, M. ; Zuprański, P. ; Zyuzin, D.
2015
APS
College Park, Md.
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Please use a persistent id in citations: http://hdl.handle.net/2128/9480 doi:10.1103/PhysRevLett.115.094801
Abstract: A new method to determine the spin tune is described and tested. In an ideal planar magnetic ring, the spin tune—defined as the number of spin precessions per turn—is given by νs=γG (γ is the Lorentz factor, G the gyromagnetic anomaly). At 970 MeV/c, the deuteron spins coherently precess at a frequency of ≈120 kHz in the Cooler Synchrotron COSY. The spin tune is deduced from the up-down asymmetry of deuteron-carbon scattering. In a time interval of 2.6 s, the spin tune was determined with a precision of the order 10−8, and to 1×10−10 for a continuous 100 s accelerator cycle. This renders the presented method a new precision tool for accelerator physics; controlling the spin motion of particles to high precision is mandatory, in particular, for the measurement of electric dipole moments of charged particles in a storage ring.
Contributing Institute(s):
- Experimentelle Hadrondynamik (IKP-2)
- Kernphysikalische Großgeräte (IKP-4)
- Experimentelle Hadronstruktur (IKP-1)
- Theorie der Starken Wechselwirkung (IAS-4)
- Zentralinstitut für Technologie (ZEA-1)
- Zentralinstitut für Elektronik (ZEA-2)
- JARA-FAME (JARA-FAME)
Research Program(s):
- 612 - Cosmic Matter in the Laboratory (POF3-612) (POF3-612)
- 631 - Accelerator R & D (POF3-631) (POF3-631)
- 511 - Computational Science and Mathematical Methods (POF3-511) (POF3-511)
Experiment(s):
- Jülich Electric Dipole moment Investigations
Appears in the scientific report
2015
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