02-03-2004Marialaura Colantoni1 Workshop on Hadron Structure and Spectroscopy Marialaura Colantoni* on behalf of the COMPASS coll. *Universita’ del Piemonte.

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Marialaura Colantoni1 Workshop on Hadron Structure and Spectroscopy Marialaura Colantoni* on behalf of the COMPASS coll. *Universita’ del Piemonte Orientale Pion polarizabilities and diffractive scattering at Compass

Marialaura Colantoni2 Compass physics program

Marialaura Colantoni3 Outline Two objectives of the hadron program: –Primakoff reaction  + Z   ’ + Z +   pion polarizabilities –Diffractive scattering  + p  (  +  ) + p  search for exotic particles

Marialaura Colantoni4 The polarizability The polarizability (electric  and magnetic  ) relates the average dipole (electric and magnetic ) moment to an external electromagnetic field. q+q+ q-q- The polarizability is a quantity which characterizes a particle like its charge, radius ….

Marialaura Colantoni5 The  PT L QCD (quark,gluon)  at low energy  L eff ( , , ,p,n..) The  PT provide a rigorous way to determine  ,   via the effective chiral lagrangian The numerical values are: Consistent with the chiral simmetry U. Burgi, Phys.Lett. B 377 (1996) 147

Marialaura Colantoni6 Polarizability measurements Photon – Photon collision   =(2.2 ±1.6 stat+sys ) · 10 –4 fm 3 [1] Pion Photoproduction   =(20±12 stat ) · 10 –4 fm 3 [2] Primakoff reaction   = (6.8 ± 1.4 stat ± 1.2 sys ) fm 3 [3]   = (-7.1 ± 2.8 stat ± 1.8 sys ) fm 3 (   +   ) = (1.4 ± 3.1 stat ± 2.5 sys ) fm 3 [4] [1] J. Boyer et al., Phys. Rev D 42 (1990) 1350, P. Babusci et al., Phys. Lett. B 277 (1992) 158 [2] T.A. Aibergenov et al., Cezch J. Phys B36, 948 (1986) [3] Yu M. Antipov et al., Phys. Lett. 121 B (1985) 445 [4] Yu M. Antipov et al., Z. Phys. C 26 (1985) 495

Marialaura Colantoni7 The Primakoff reaction For the reaction  + Z   ’ + Z +  one measures the Primakoff cross section:  photon energy in the antilab system  real photon scattering angle , p 1  ’, p 1 ’ s 1 = ( p 1 ’ - k’ ) 2 , k’  *, k Z, p 2 Z, p 2 ’ t = ( p 2 ’ – p 2 ) 2 Electric & Magnetic polarizability 

Marialaura Colantoni8 The goals P beam =190 GeV/c to increase the ratio of the coulombian/nuclear cross section and less multiple scattering effect GOALS:  measure independently (   +   ),    enough statistics: to get the statistical errors negligible versus the systematic one evaluate systematic errors due to different cuts more complete angular distribution

Marialaura Colantoni9 Second Spectrometer: SAS Geometrical Acceptance:  <30 mrad Gap: 200  100 cm 2 Integral field: 4.4 Tm Analyzed momentum: p>10 GeV/c First Spectrometer: LAS Geometrical Acceptance:  >30 mrad Gap: 172  229 cm 2 Integral field: 1 Tm Analyzed momentum: p<60 GeV/c The COMPASS hadron setup 2004

Marialaura Colantoni10 Trigger y x beam  --  -beam z SM2 ECal2 (128  256)cm 2 SM1 Hodoscope (96  80)cm 2 Beam Counter Target Veto system Trigger: Hodoscope  ECal2 -- 

Marialaura Colantoni11 Simulation shows [5]: Resolution of transversal components of the four-momentum transfer of (  ) : [5]: Colantoni, Future Physics at COMPASS, Sept 2002

Marialaura Colantoni12 The efficiency = N rec / N gen Constant efficiency vs t

Marialaura Colantoni13 Comparison with the Serpukhov beam momentum40 GeV/c190 GeV/c beam intensity 10 6   /spill 10 7   /spill targetBe, C, Cu, FeC, Cu, Pb scattered pion    1.2· rad    4 · rad  p /p  1%  p /p  (0.3  1)% outgoing photon    1.5· rad    3.1· rad  E /E   E /E  (5.5/  E + 1.5)% total flux  /day Primakoff events~6·10 3 in total6.4 · 10 4 /day

Marialaura Colantoni14 Primakoff summary Different target  Z 2 dependence in the the cross section Possible comparison with point like particle via the reaction:  + Z   + Z +  Constant efficiency on t t resolution  (GeV/c) 2 Error on polarizabilities (syst. + stat)   0.4 · fm 3 (  theory ) kaon polarizabilities Also kaon polarizabilities can be measured

Marialaura Colantoni15 The exotic state. Hybrids quantum number not accesible for conventional mesons Problem (mass 1.8  1.9 GeV/c 2 ) Problem  lightest exotic state (mass 1.8  1.9 GeV/c 2 ) [6] are in a mass region populated by conventional mesons [6] Barnes et al. Phys. Rew D 52 (1995) 5242

Marialaura Colantoni16 Experiments searching for exotic resonance structure (1 -+ ) in  system Expmass[MeV]width[MeV]reaction BNL [6] 1370 ± ± 100  - p  - p CBar [7] 1400 ± ±70 pn  -  0 CBar [8] 1360 ± ± 90 pp  0  0 VES [9] 1316 ± ± 25  - Be  - Be Theory Theory [10] [6] Chung et al. Phys. Rev. D 60 (1999) [7] Abele et al. Phys. Lett B423 (1998) 175 [8] Abele et al. Phys Lett B 446 (1999) 349 [9] Dorofee et al. “The J PC =1 -+ hunting season at Ves” Hadron Spectroscopy IX Int. Conference pp [10] N. Isgur et al. Phys. Rev. Lett. 54, 869 (1985)

Marialaura Colantoni17 Hybrid at COMPASS via: Diffractive scattering (t < 1 (GeV/c) 2 ):  +p  (Hybrid) + p  +  +p  -+0-+0 A PWA of diffractively produced system shows that two partial waves are significant: J P = 2 + produced a 2 (1320)-meson (wave D); J P = 1 - exotic quantum number (wave P) b = 6.5 (GeV/c) -2 for H target; b = 400 (GeV/c) -2 for Pb target;

Marialaura Colantoni18 Simulation shows [10]: Flat reconstruction efficiency in D and P wave  (M) ~ 6 MeV/cMass resolution  (M) ~ 6 MeV/c Small dependence of  (M) on the mass of hybrids Expected events for hybridsExpected events for hybrids N a2  =5K/day & N P  =0.25K/day N a2  =5K/day & N P  =0.25K/day [10] Dorofee, Future Physic at COMPASS, Setp. 2002

Marialaura Colantoni19 Summary & Outlook Primakoff reaction to test the  PTPrimakoff reaction to test the  PT measuring the pion polarizabilities. measuring the pion polarizabilities. Measurement of the kaon polarizabilitiesMeasurement of the kaon polarizabilities is also possible is also possible COMPASS can contribute to the search for hybrids measuring the shape of 1 -+ resonanceCOMPASS can contribute to the search for hybrids measuring the shape of 1 -+ resonance