Study of the ISR reactions at BaBar!
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1 Study of the ISR reactions at BaBar! E.Solodov for BaBar collaboration! Budker INP SB RAS, Novosibirsk, Rusia! HADRON2011, Munich, Germany
2 Motivation! - Low energy e + e cross section dominates in hadronic contribution to a µ = (g-2)/2 of muon - Direct e + e data in GeV region have very low statistic - Hadron spectroscopy at low masses and charmonium region ISR at BaBar gives competitive statistic BaBar has excellent capability for ISR study All major hadronic processes are under study e + e 2µγ, 2πγ, 2Kγ, 2pγ, 2Λγ, 2Σγ, ΛΣγ, Λ c Λ c γ e + e 3πγ e + e 2(π + π )γ, Κ + Κ π + π γ, Κ + Κ π 0 π 0 γ, 2(Κ + Κ )γ e + e 2(π + π )π 0 π 0 γ, 3(π + π )γ, Κ + Κ 2(π + π )γ e + e π + π π 0 π 0 γ, π + π π 0 π 0 π 0 γ, π + π π 0 ηγ... e + e Κ + Κ π 0 γ, Κ + Κ ηγ (ΚΚ γ, φπ 0 γ, φηγ...) e + e π + π π + π π 0 /ηγ, Κ + Κ π + π π 0 /ηγ Are being updated to full BaBar data with ~500fb -1 July, 2010! ISR at BaBar, E.Solodov! 2!
3 BaBar measurements summary 0.5-2% syst. errors 4-15% syst. errors To calculate R in the energy range 1-2 GeV the processes π + π 3π 0, π + π 4π 0, K + K -, K S K L, K S K L ππ, K S K + π π 0 must be measured. The π + π 2π 0 is still preliminary. Work is in progress. June, 2011! ISR at BaBar, E.Solodov! 3!
4 e + e Κ + Κ π + π, Κ + Κ π 0 π 0! We present new preliminary results on the study of the processes: e + e Κ + Κ π + π e + e Κ + Κ π 0 π 0 e + e Κ + Κ Κ + Κ (arxiv: v1) Our previous publication, based on part of the data:! B. Aubert et al. (BaBar Collaboration),! Phys. Rev. D76, (2007).! June, 2011! ISR at BaBar, E.Solodov! 4!
5 e + e Κ + Κ π + π, Κ + Κ π 0 π 0 In the new study, base on full BaBar data set (454 fb -1 ): We know many ISR processes for better control of background We know tracking and photon reconstruction efficiency with better accuracy. More intermediate states are separated. All above allows to decrease systematic uncertainties. Important for g-2 BABAR K + K π + π BABAR K + K π 0 π 0 Systematic error 4% (was 8%) Error dominated by acceptance June, 2011! ISR at BaBar, E.Solodov! Still no other measurements Systematic error 7% (was 11%) 5!
6 Kaon substructures for K + K π + π -, π 0 π 0! Charged combinations from K*(892) 0 bands K* 0 (892) K 1 (1270) K 2* (1430) 0 K 1 (1400)? Cross section dominates by K* 0 (892)Kπ final state. BUT.. K 1 (1270,1400) K (892)K, K (892)π, and K 1 (1270,1400) Kρ(770) are seen. June, 2011! ISR at BaBar, E.Solodov! 6!
7 Kaon substructures (2)! Count number of K*(892) 0 and K 2* (1430) 0 by fitting K + π mass in every 40 MeV bin of K - π + mass. Less than 1% of 2K2π events are from K* 0 (892) K* 0 (892) K* 0 (892)K 2* (1430) 0 + c.c. is seen, mostly from J/ψ decay Br = (6.7 ± 2.6 ) x 10-3 (PDG) Count number of K*(892) + events fitting 40 MeV mass slice in K - π 0 mass Cross section dominates by K* ± (892)Kπ 0 final state, the same as for K + Κ π + π final state, but ~30% (1750 ± 60) events are from K*(892) + K*(892) - - compare to <1% K*(892) 0 K*(892) 0 from K + K - π+π- study (548 ± 263). No other structures are seen in Kπ 0 π 0 or K + K - π 0. June, 2011! ISR at BaBar, E.Solodov! 7!
8 Inclusive e + e - K * Kπ, K + K ρ cross sections! Fit in every GeV/c 2 bin of 2K2π mass N K*(892) = ± 526 m K*(892) = ± 0.2 MeV/c 2 Γ = 52.1 ± 0.7 MeV N K2*(1430) = 4361 ± 235 m K2 = ± 1.9 MeV/c 2 Γ = 90.2 ± 5.6 MeV Fit in every GeV/c 2 bin of 2K2π mass In agreement with PDG Mass and width of ρ are fixed June, 2011! ISR at BaBar, E.Solodov! 8!
9 Selection of φ(1020)π + π, π 0 π 0 K + K π + π K + K π 0 π 0 Nφ = 3951 ± 91 Nf 0 = 437 ± 75 Nφ = 709 ± 30 Nf 0 = 83 ± 27 f 0 (600)? Number of φππ events are selected by fitting of φ signal in (0.04) GeV/c2 bin of 2K2π mass The f 0 (980) parameters are not shifted from PDG values f 0 -ππ interference is small because of kinematics. June, 2011! ISR at BaBar, E.Solodov! 9!
10 Cross sections for e + e - φ π + π -, φ π 0 π 0! φf 0 (980) threshold J/ψ J/ψ 0.85<m(ππ)<1.1 m(ππ)<0.85 Cut m(ππ)<0.85 completely removes structures above E cm = 2 GeV!! And confirms Y(2175) structure if 0.85<m(ππ)<1.1 GeV/c2 (next slides) June, 2011! ISR at BaBar, E.Solodov! 10!
11 Decomposition of K + K π + π mass spectrum! K + K π + π K* 0 (892)Kπ K + K ρ(770) φπ + π K 2 * 0 (1430)Kπ Tables with cross sections (corrected for BF) are provided June, 2011! ISR at BaBar, E.Solodov! 11!
12 Cross section for e + e - φ π + π (π 0 π 0 ) VMD model description! June, 2011! ISR at BaBar, E.Solodov! 12!
13 Angles for e + e - φπ + π events! S-wave for φ (ππ) S-wave for ππ from f 0 (σ) P-wave for KK from φ K + e K θ φ φ θ K e + φ and ππ system are in S-wave Pions in ππ system are in S-wave π f 0 π + θ π Kaons from φ are in P-wave (as expected) June, 2011! ISR at BaBar, E.Solodov! 13!
14 Cross section for e + e - φ π + π (π 0 π 0 )! Consider φππ as quazi-two-body reaction with two particles in S-wave. Two possible resonances below 3 GeV can be described as: XS is corrected by: Br(φ K + K ) =0.491 Br(f 0 π + π ) = 2/3 σ (s) = P φππ (s) s 3/2 A r1 (s, m 1 )eiϕ P φππ (m 1 ) + A r2 (s,m 2 ) P φππ (m 2 ) 2 σ 0 A rx (s, m x ) = x m 3/2 0 x m x Γ x m 2 x s i sγ x (s) Phase space in S-wave ~ momentum for two particles: q(s,m i, m j ) = 1 2 s m i = mφ - narrow m j = m(ππ) - not narrow - use integral over ππ mass: (s (m i m j ) 2 (s (m i + m j ) 2 s m φ P φππ (s) = 2mdmBW ππ (s)q(s,m, m φ ) 2m π BW ππ (s) - describes ππ mass distribution June, 2011! ISR at BaBar, E.Solodov! 14!
15 ππ mass distribution! Describe m(ππ) as a sum of two Breit-Wigner functions normalized to unit (interference is small due to kinematics) BW ππ (m) = N 0 p(m) (1 r)bw 1 (m,m 1 ) + rbw (m,m ) 2 2 π p(m 1 ) p(m 2 ) p(m) = m 2 4m π 2 bw x (m,m x ) = mγ x (m 2 m x 2 ) 2 (mγ x ) 2 m 1 = ± GeV/c 2 m 2 = ± GeV/c 2 Γ 1 = ± GeV Γ 2 = ± GeV r = 0.32 ± fraction of f 0 (980) Flatte approximation for f 0 (980) gives better fit with a little wider width: Γ A f0 (s) = π Γ f0 (and leave less room for f 0 (600)) 2 s iγ f0 (Γ π + RΓ K ) m f0 Γ π = s 4m π 2,Γ K = s 4m K 2, R = g 2 KK =1.74 ± g ππ June, 2011! ISR at BaBar, E.Solodov! 15!
16 Cross section for e + e - φ π π (1)! Option #1 - both resonances decay to φ(f 0 (600) + f 0 (980)) σ (s) = P φππ (s) s 3/2 A r1 (s,m 1 )eiϕ P φππ (m 1 ) + A r2 (s,m 2 ) P φππ (m 2 ) 2 P φππ (s) integral has sum of bw f0 + bw σ m(ππ)<3.0 P(χ 2 ) = 0.32 m(ππ)<0.85 The m(ππ)<0.85 selection completely removes second resonance! Model is wrong. Not a surprise - f 0 (600) has only u,d quarks, but f 0 (980) is ss or ssss June, 2011! ISR at BaBar, E.Solodov! 16!
17 Cross section for e + e - φ π π (2)! Option #2 - first resonance decays to f 0 (600), second to f 0 (980) - Belle paper. - Have two phase spaces: P φσ (s) and P φf0 (s) - integral uses one BW for each mode. σ (s) = P φσ (s) s 3/2 A r1 (s, m 1 ) P φσ (m 1 ) 2 + P φf 0 (s) s 3/2 A r2 (s,m 2 ) P φf0 (m 2 ) 2 m(ππ)<3.0 m(ππ)<0.85 P(χ 2 ) = P(χ 2 ) = <m(ππ)<1.1 P(χ 2 ) = 10-5 This approach cannot explain our data for the 0.85<m(ππ)<1.1 selection June, 2011! ISR at BaBar, E.Solodov! 17!
18 Cross section for e + e - φ π π (3)! Option #3 - first resonance decays to φf 0 (600) (A1) and φf 0 (980) (A2), second only to φf 0 (980). σ (s) = P φσ (s) A1 (s, m ) 2 r1 1 + P 2 φf 0 (s) A2 (s,m r1 1 )eiϕ + A (s,m ) r2 2 s 3/2 P φσ (m 1 ) s 3/2 P φf0 (m 1 ) P φf0 (m 2 ) m(ππ)<3.0 P(χ 2 ) = 0.75 m(ππ)<0.85 P(χ 2 ) = 0.54 no fit! P(χ 2 ) = 0.96 fit 0.85<m(ππ)<1.1 P(χ 2 ) = 0.22 no fit! P(χ 2 ) = 0.38 fit φ(1680)->φf 0 φ(1680)->φf 0 Fit of total XS automatically describes all m(ππ) selections. There is no physical reasons for φ(1680) not to decay to φf 0 (980) and have large coupling But no evidence for Y(2175) decay to φf 0 (600). June, 2011! ISR at BaBar, E.Solodov! 18!
19 Our results for φ(1680)! For e+e- φ(1680) φππ we get: For e+e- φ(1680) φ f 0 (980) we cannot σ 0 = ± nb m = ± GeV/c 2 Γ = ± GeV Γ ee B f = σ Γ 0 f m2 Γ ee B φππ = (42 ± 2 ± 3) ev (369 ev for KK* and 138 ev for φη ) use expression 12πC Not clear how to present result To use g 2 φ f0(980) /g 2 φππ? How to calculate? June, 2011! ISR at BaBar, E.Solodov! 19!
20 What we know about φ(1680)! From 2010 PDG (only e + e - experiments): There is NO BF table only seen. BaBar provides Γ ee B for KK* and φη and φππ There are 4 photo-production (K + K - channel) and one pp (K S Kπ) experiments giving mass ~1740, and width ~0.1 GeV (but could be ρ(1700) as stated in PDG) Taking into account energy dependent width ( standard for recent low mass spectroscopy) makes mass ~50 MeV higher and MeV wider width June, 2011! ISR at BaBar, E.Solodov! 20!
21 Cross section for e + e - φ f 0 (980), Y(2175)! χ2 = 150/(61-2) P=10-8 χ2 = 60/(61-6) P=0.3 K + K π 0 π 0 + K + K π + π σ 0 x = ± ± nb m x = ± ± GeV/c 2 Γ x = ± ± GeV Γ ee B x = σ 0Γ x m 2 12πC Γ ee B φ f0 = (2.3 ± 0.3 ± 0.3) ev 2 ln (L 0 /L x ) = sqrt (150 64) ~ 9.3 σ XS is corrected by: Br(φ K + K ) =0.491 Br(f 0 π + π ) = 2/3 Br(f 0 π 0 π 0 ) = 1/3 A fit with free interference phase with continuum Good overall agreement with 670 fb -1 Belle data for K + K π + π channel C.P.Shen et al. (Belle Collaboration),! Phys. Rev. D80, (R) (2009).! June, 2011! ISR at BaBar, E.Solodov! 21!
22 Evidence of Y (2175) in K+K-f 0 final state Y(2175) φf 0? φf 0 Raw ππ mass No background subtraction Possible nature of Y(2175): 1 ssss, 2 φ but no BR φππ, 3- Y(2175) is similar to Y(4260): Y(4260) = J/Ψ f 0, Γ ee =5.5 ev Y(2175)= φf 0, Γ ee =2.3 ev June, 2011! ISR at BaBar, E.Solodov! 22!
23 e + e Κ + Κ Κ + Κ! J/ψ 1 φk + K - selection? 2? φk + K - dominates Y(2175) 1 3 June, 2011! ISR at BaBar, E.Solodov! 23!
24 J/ψ, ψ(2s) K + K - π 0 π 0, K + K - π + π -, K + K - K + K -! We measure Because of small systematic uncertainties in L (~1%) and efficiency (~3%) BaBar is competitive for measurements, where systematic errors dominate. (Plus new, never studied states!) June, 2011! ISR at BaBar, E.Solodov! 24!
25 J/ψ region for Κ + Κ π + π, Κ + Κ π 0 π 0, Κ + Κ Κ + Κ! Small systematic errors allow BaBar to improve BF for major decay modes. June, 2011! ISR at BaBar, E.Solodov! 25!
26 Summary! Analysis of K + K π + π -, K + K π 0 π 0 and K + K K + K has been performed using ISR and 454 fb -1 The K + K π + π - cross section has been measured with ~4% syst. errors The K + K π 0 π 0 cross section has been measured with ~8% syst. errors Inclusive cross sections for K*(892) 0, K 2 (1430) 0, and ρ(770) 0 are provided It is shown, that K* 0 K* 0 production is suppressed, but K* + K* - is not. Final states φπ + π -, φπ 0 π 0 and φ f 0 (980) (f 0 π + π -, π 0 π 0 ) are selected A structure with m ~ 2.18 GeV/c 2 and Γ ~ 0.08 GeV has been confirmed in e + e Κ + Κ f 0 (980) (f 0 π + π -, π 0 π 0 ) reactions with ~9 σ significance The confirmation comes from BES and Belle. Y(2175) state decays to φ f 0 (980) but does not decay to φ f 0 (600). New final states (φππ and φ f 0 (980)) have been observed for φ(1680) and parameters measured J/ψ decays to K + K π + π -, K + K π 0 π 0, φπ + π -, φπ 0 π 0 and φ f 0 (980) have been measured. PRD paper is submitted. June, 2011! ISR at BaBar, E.Solodov! 26!
27 PEP-II e+e- collider, Babar detector E + = 3.1 GeV, E - = 9 GeV PEP-II BaBar e + E CM = M(Υ(4S))=10.6 GeV yrs ΔL = 500 fb -1 N(B) = 10 9 e - DIRC SVT DCH EMC IFR dσ (s, x) dxd(cosθ) = W (s, x,θ) σ 0(s(1 x)), W (s, x,θ) = α 2 2x + x 2 πx sin 2 θ θ - photon polar angle in c.m. x2 2, x = 2E γ s γ ISR June, 2011! ISR at BaBar, E.Solodov! 27!
28 ππ phase space! φf 0 2-body massless The observed ππ mass distribution used to calculated a phase space according to: s m φ P φππ (s) = 2mdmBW ππ (s)q(s,m, m φ ) 2m π where BW ππ (s) - describes ππ mass distribution φππ quazi-two-body phase space with no resonant structure. The observed ππ mass shape significantly differ from pure φππ three-body phase space and has ~150 MeV shifted threshold and fast rise, when φf 0 channel is opening. The ππ mass shape contribute only to phase space! June, 2011! ISR at BaBar, E.Solodov! 28!
29 Width energy dependence! First resonance is presumably φ(1680) with dominant decay to KK* + φη and we see ~5-10% in φ(1020)f 0 (600) mode - standard way for Γ(s): Γ 1 (s) = Γ 0 1 [ 0.7 P 2K (s) = q 3 (s,m K,m K * ) P φη (s) = q(s,m φ,m η ) For second resonance we use: Γ 2 (s) = Γ 2 0 m 3 1 P 2K (s) s 3 / 2 P 2K (m 2 1 ) m 1P φππ (s) s 1/ 2 P φππ (m 1 ) m P (s) 1 φη s 1/ 2 P φη (m 1 ) m 2 P φππ (s) s 1/2 P φππ (m 2 ) - P-wave for K*K Using width depending on energy significantly changes the resonance parameters for wide resonances and has small influence to narrow resonances. June, 2011! ISR at BaBar, E.Solodov! 29!
30 Cross section for e + e - φ f 0 (980)! 232 fb fb -1 σ 0 = 0.13 ± 0.04 nb m = ± GeV/c 2 Γ = ± GeV ϕ = ± 0.30 rad. χ2 = 37.6 χ2 = 80.5 σ 0 = ± nb m = ± GeV/c 2 Γ = ± GeV ϕ = ± 0.24 rad. χ2 = 60/(61-6) χ2 = 159/(61-2) P(χ2)=0.3 Significance is sqrt( ) ~ 6.5 σ Significance is sqrt(150-64) ~ 9.2 σ XS is corrected by: Br(φ K + K ) =0.491 Br(f 0 π + π ) = 2/3 Br(f 0 π 0 π 0 ) = 1/3 B φf0 Γ ee = Γσm2 12πC = (2.3 ± 0.3 ± 0.3)eV June, 2011! ISR at BaBar, E.Solodov! 30!
31 Cross section for e + e - φ f 0 (980)! ~ 670 fb -1 Belle data 454 fb -1 BaBar data σ 0 = ± nb M = ± GeV/c 2 Γ = ± GeV ϕ = ± 0.54 rad. χ2 = 57/(44-6) σ 0 = ± nb M = ± GeV/c 2 Γ = ± GeV ϕ = ± 0.28 rad. χ2 = 41(45-6) Threshold shifted by 40 MeV! - worse resolution? Error in scale? f 0 (980) mass is shifted to adjust. XS is corrected by: Br(φ K + K ) =0.491 Br(f 0 π + π ) = 2/3 June, 2011! ISR at BaBar, E.Solodov! 31!
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