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Studying Strong Interaction withSIDDHARTA by Johann Zmeskal SMI, Vienna MESON 2012 12th International Workshop on Meson Production, Properties and Interaction.

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Presentation on theme: "Studying Strong Interaction withSIDDHARTA by Johann Zmeskal SMI, Vienna MESON 2012 12th International Workshop on Meson Production, Properties and Interaction."— Presentation transcript:

1 Studying Strong Interaction withSIDDHARTA by Johann Zmeskal SMI, Vienna MESON 2012 12th International Workshop on Meson Production, Properties and Interaction KRAKÓW, POLAND 31 May - 5 June 2012 MESON 2012

2 LNF- INFN, Frascati, Italy SMI- ÖAW, Vienna, Austria IFIN – HH, Bucharest, Romania Politecnico, Milano, Italy MPE, Garching, Germany PNSensors, Munich, Germany RIKEN, Japan Univ. Tokyo, Japan Victoria Univ., Canada Excellence Cluster, TUM, Munich, Germany Univ. Zagreb, Croatia SIDDHARTA collaboration MESON 2012

3 Outline Introduction Motivation SIDDHARTA setup Measuring principle Results SIDDHARTA-2 Summary MESON 2012

4 n=1 p e-e- K-K- “normal” hydrogen“exotic” (kaonic) hydrogen n=1 n=2 n~25 K-K- X-ray 2p → 1s K  transition Forming “exotic” atoms MESON 2012

5 Stark-mixing l =0 1 2 n-1 n ~ 25 3 2 1 observable hadronic shift and broadening  1s  1s external Auger effect chem. de-excitation Coulomb de-excitation X-ray radiation K K nuclear absorption Cascade processes MESON 2012

6 X-ray transitions to the 1s state MESON 2012

7 Exotic (kaonic) atoms – probes for strong interaction  hadronic shift ε 1s and width Γ 1s directly observable  experimental study of low energy QCD.  testing chiral symmetry breaking in systems with strangeness Kaonic hydrogen  scattering lengths, no extrapolation to zero energy  precise experimental data important/missing  kaonic deuterium never measured before determination of the isospin dependent KN scattering lengths Information on  (1405) sub-threshold resonanceMotivation MESON 2012

8 Low-energy K-N systems  Chiral perturbation theory, which was developed for  p,  is not applicable for K-N systems Non-perturbative coupled channels approach based on chiral SU(3) dynamics MESON 2012

9 Kaonic hydrogen atoms at DA  NE e + -e - collider LINAC Accu. MESON 2012

10 operates at the centre-of-mass energy of the  meson mass m = 1019.413 ±.008 MeV width  = 4.43 ±.06 MeV produced via e + e - collision with  (e + e - →  ) ~ 5 µb average luminosity L = 5 x 10 32 cm -2 s -1   production rate 2.5 x 10 3 s -1  decays at rest to about ~ 50% K + K - → monochromatic kaon beam (127 MeV/c) DA  NE parameters MESON 2012

11 The SIDDHARTA setup

12 Alu-grid Side wall: Kapton 50 µm Kaon entrance Window: Kapton 75 µm working T 22 K working P 1.5 bar Lightweight cryogenic target cell MESON 2012

13 Advanced Seminar Series Particles and Interactions SIDDHARTA target - detector MESON 2012

14 SDD window frame (pure Al 99.999%) flexible Kapton boards pre-amplifier board HV+LV distribution board Development of large area SDDs FP-6 EU programme: HadronPhysics MESON 2012

15 FWHM = 150 eV @ 6keV Excellent energy resolution MESON 2012

16  production MESON 2012

17 Kaon pair detection MESON 2012

18 “triple” coincidence method MESON 2012

19 SDDs degrader Scintillators  K-K- K+K+ e-e- e+e+ Production of  at rest at DA  NE Measuring principle MESON 2012

20 SDDs degrader Scintillators Triple coincidence  K-K- K+K+ e-e- e+e+ Production of  at rest at DA  NE X-ray SDD timing [µs] counts / 100 ns Measuring principle MESON 2012

21 “X-ray tube” data taken estimated systematic error ~ 3-4 eV SDD X-ray energy spectra energy [keV] counts / 30eV MESON 2012

22 SDD X-ray energy spectra MESON 2012

23 K- 3 He (3d-2p) Ti Ka K-C K-O K-N QED value: E em = 6224.6 eV arXiv:1010.4631v1 [nucl-ex], PLB697(2011)199 First observation of K- 3 He X-rays Kaonic helium-3 energy spectrum MESON 2012

24  calibration under control within several eV Kaonic helium results MESON 2012 talk given yesterday by Hideyuki Tatsuno

25 Kaonic hydrogen MESON 2012

26 Hydrogen Deuterium simultaneous fit Fitting procedure MESON 2012

27 K - p spectrum after BG subtraction MESON 2012

28 Kaonic hydrogen results SIDDHARTA MESON 2012 ε 1s = -283 ± 36(stat) ± 6(syst) eV Γ 1s = 541 ± 89(stat) ± 22(syst) eV

29 Kaonic hydrogen results ε 1s = -283 ± 36(stat) ± 6(syst) eV Γ 1s = 541 ± 89(stat) ± 22(syst) eV MESON 2012

30 W. Weise W.Weise, HP-2 LEANNIS July 2011 MESON 2012

31 KN (6-5) KC (6-5) KO (6-5) KC (6-4) KAl (8-7) KC (7-5) KO (7-6) KO (9-7) KTi (11-10) Cu K  KC (5-4) KAl (7-6) KN (5-4) KAl (10-8) Pb L  Kd Kcom Kd K  Kaonic deuterium data X-ray energy [keV] fit for shift: about 500 eV width: about 1000 eV MESON 2012 Kaonic deuterium

32 Kaonic deuterium: expected values Modified Deser formula next-to-leading order in isospin breaking (Meißner, Raha, Rusetsky 2004 a ) (  c reduced mass of K - d ) a d [fm]  1s [eV]  1s [eV] Reference -1.48 + i 1.22818724Shevchenko 2012 „one-pole“ [7] -1.51 + i 1.23829715Shevchenko 2012 „two-pole“ [7] -1.46 + i 1.08779650Meißner 2011 b) [1] -1.49 + i 0.98767578Shevchenko 2011 „one-pole“ [4] -1.57 + i 1.11818618Shevchenko 2011 „two-pole“ [4] -1.42 + i 1.09769674Gal 2007 [5] -1.66 + i 1.28884665Meißner 2006 [6] -1.48 + i1.227811010Shevchenko 2011 „one-pole“-full [4] -1.51 + i 1.237941012Shevchenko 2011 „two-pole“- full [4] Compilation of predicted K - d scattering lengths a d and corresponding experimental values  1s and  1s calculated from eq. 1. a) U.-G. Meißner, U.Raha, A.Rusetsky, Eur. phys. J. C35 (2004) 349 b) The precision of a d is quoted to be ~ 25% [1] M. Döring, U.-G. Meißner, Phys. Lett. B 704 (2011) 663 [4] N.V. Shevchenko, arXiv:1103.4974v2 [nucl-th] (2011) [5] A. Gal, Int. J. Mod. Phys. A22 (2007) 226 [6] U.-G. Meißner, U. Raha, A. Rusetsky, Eur. phys. J. C47 (2006) 473 [7] N.V. Shevchenko, arXiv:1201.3173v1 [nucl-th] (2012) MESON 2012 HP-3 LEANNIS May 2012

33 MESON 2012 new target design new target design new SDD arrangement new SDD arrangement vacuum chamber vacuum chamber more cooling power more cooling power improved trigger scheme improved trigger scheme shielding and anti-coincidence shielding and anti-coincidence Kaonic deuterium The SIDDHARTA-2 setup, essential improvements

34 MESON 2012 Kaonic deuterium New target cell and SDD arrangement

35 MESON 2012 Kaonic deuterium New target cell prototype

36 MESON 2012 Kaonic deuterium Burst pressure 3.5 bar (abs.)

37 Kaonic deuterium Result of the burst of a target cell MESON 2012

38 Target cooling: 1 Leybold – 16 W @ 20 K Liquid hydrogen cooling lines, new target cell, selected materials SDD cooling: 4 CryoTiger – 60 W @ 120 K Liquid argon cooling lines: SDD cooling to 100 – 120 K Kaonic deuterium New design of the cooling transfer lines for target and SDDs

39 MESON 2012 Target cell SDDs SDD- electronic K-K- Veto counter Kaon monitor upper scintillator K+K+ Kaon monitor lower scintillator Kaonstopper: K + -K - discrimination Interaction region Kaonic deuterium Improved trigger scheme

40 MESON 2012 Kaonic deuterium Shielding and anti-coincidence

41 MESON 2012 Timing (in ns) of a scintillator placed outside the vacuum chamber. The main peak corresponds to particles produced by the K− absorption on a gas nucleus. The green distribution is a selection of secondary tracks after the detection of a K+ in the bottom scintillator of the kaon detector (implying a K− reached the top side). In red, the time spectrum is correlated to a K− crossing the bottom side of the kaon detector (the K+ is stopped in the target or in the walls); the distribution corresponds to the K+ decay. In blue, the bottom kaon detector detects neither a K+ nor a K−. Anti-coincidence for further BG suppression Kaonic deuterium

42 MESON 2012 Kaonic deuterium MC with Geant 4 – full setup The GEANT4 package was used, with low energy tools included. The low energy electromagnetic processes were simulated using the Livermore model, with particle tracking down to the few keV range and moreover, reproduces the X-ray fluorescence lines of the setup materials. Both synchronous (hadronic) and asynchronous (machine) background were simulated, while the presence of other exotic atoms contributing to the acquired spectra were taken into account by a custom add-on of the atomic cascade to the standard kaon nuclear absorption class.

43 vertical position of stopped kaons (mm) scintillator target window gas vaccum window MESON 2012 Kaonic deuterium vertical position of stopped kaon (mm) scintillator shielding degrader target windows gas colli- mator vacuum window SIDDHARTA, September 2009 SIDDHARTA-2 Result: Stopped kaon distribution

44 radial position of stopped kaons (mm) cylindrical wall gas MESON 2012 Kaonic deuterium radial position of stopped kaons (mm) gas cylindrical wall SIDDHARTA, September 2009 SIDDHARTA-2 Result: Stopped kaon distribution

45 MESON 2012 Kaonic deuterium new geometry & gas density timing resolution K ± dis- crimination del‘d anti- coinc. prompt anti-coinc. total impr. factor Signal2.50.82.0 kaonic X-rays wall stops 20 continuous background /Signal /keV 3.8 ratio of gasstops vs. decay+wallstops 2 events due to decay of K + removed 2 charged particle veto 15.2 beam background (asynchron) 4.8 less trigger per signal 1.5 smaller coincidence gate 3 „active shielding“ 21.6 MC simulation - summary

46 model input shift = - 660 eV width= 1200 eV Kaonic deuterium – MC simulations energy [keV] MESON 2012

47  SIDDHARTA setup was working with 144 SDDs  Kaonic X-ray spectra measured with several gaseous targets:  K - p: provided the most precise values (PLB 704 (2011) 113)  K - d: first exploratory measurement small signal (large width)  K - 3 He: first-time measurement (PLB 697 (2011) 199)  K- 4 He: measured in gaseous target (PLB 681 (2009) 310) Summary MESON 2012

48 Kaonic deuterium We are confident that with the planned improvements of the setup and with an integrated luminosity of 600 pb -1, SIDDHARTA-2 will be able to perform a first X-ray measurement of the strong interaction parameters - the energy displacement and the width of the konic deuterium ground state. Conclusion

49 Supported by MESON 2012 Thank you


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