d sj (2700) in decay j.brodzicka, h.palka inp krak ó w dc june 12 , 2006
DESCRIPTION
D sJ (2700) in decay J.Brodzicka, H.Palka INP Krak ó w DC June 12 , 2006. B + D 0 D 0 K +. How to describe M(D0K+) distribution?. M(D 0 K + ) for M(D 0 D 0 )>3 . 85 GeV to remove (3770) r eflection from high M( D 0 K + ) region. previous fit:. - PowerPoint PPT PresentationTRANSCRIPT
DDsJsJ(2700)(2700) in in decay decay
J.Brodzicka, H.Palka INP KrakJ.Brodzicka, H.Palka INP KrakóówwDC DC JuneJune 1212, 2006, 2006
BB++ D D00DD00KK++
How to describe M(D0K+) distribution?How to describe M(D0K+) distribution?
J.Brodzicka, H.Palka INP J.Brodzicka, H.Palka INP DCDC JuneJune 1212, 2006, 2006
M(D0K+) for M(D0D0)>3.85GeV to remove (3770) reflection from high M(D0K+) region
BW + MC predicted (4160) reflection + non-resonant component described by 3-body MC
3-body PS3-body PS: 47 ± 32: 47 ± 32
previous fit: previous fit: now: now: + scalar exponential component+ scalar exponential component
J.Brodzicka, H.Palka INP J.Brodzicka, H.Palka INP DCDC JuneJune 1212, 2006, 2006
M(D0K+) M(D0K+) corrected for acceptancecorrected for acceptance
Fit: BW + MC predicted (4160) reflection+ exp[-A * M(D0K+) ] + non-resonant component described by 3-body MC
Physics interpretation of this exponential component?
J.Brodzicka, H.Palka INP J.Brodzicka, H.Palka INP DCDC JuneJune 1212, 2006, 2006
Contribution from each component:normalized to measured yield and superimposed by adding histograms – non coherent approach
Explanation ofExplanation of eff. correctedeff. corrected 2-body mass spectra2-body mass spectra
Shapes predicted by MC simulations B+ (4160) K+B+ (3770) K+
B+ D0
DsJ+(2700)exp. component
J.Brodzicka, H.Palka INP J.Brodzicka, H.Palka INP DCDC JuneJune 1212, 2006, 2006
Explanation ofExplanation of 2-body mass spectra2-body mass spectra
Shapes predicted by MC simulations B+ (4160) K+B+ (3770) K+
B+ D0
DsJ+(2700)exp. component
J.Brodzicka, H.Palka INP J.Brodzicka, H.Palka INP DCDC JuneJune 1212, 2006, 2006
MC studies based on the relative intensities of contributing components obtained from data analysis (non coherent approach)
How interference between DsJ(2700) and scalar exp.
component influences the DsJ parametres?
Dalitz plots for various decay models forDalitz plots for various decay models forBB++ D D00DD00KK++
no interference max constructive interf. max destructive interf.
Decay model predictions vs. observed mass spectraDecay model predictions vs. observed mass spectra
J.Brodzicka, H.Palka INP J.Brodzicka, H.Palka INP DCDC JuneJune 1212, 2006, 2006
non-coherent approach
no interference
max constructive interf.
between DsJ(2700) and exp
max destructive interf.
between DsJ(2700) exp
interference effects do not influence interference effects do not influence DsJ parameters stronglyDsJ parameters strongly decay model is not decideddecay model is not decided (included in systematics) (included in systematics) look at angular distributions is neededlook at angular distributions is needed
for uncorrected distributionsfor uncorrected distributions
J.Brodzicka, H.Palka INP J.Brodzicka, H.Palka INP DCDC JuneJune 1212, 2006, 2006
no interference max constructive interf. max destructive interf.
J.Brodzicka, H.Palka INP J.Brodzicka, H.Palka INP DCDC JuneJune 1212, 2006, 2006
BackupsBackups
J.Brodzicka, H.Palka INP J.Brodzicka, H.Palka INP DCDC JuneJune 1212, 2006, 2006
J.Brodzicka, H.Palka INP BAM February 27th, 2006J.Brodzicka, H.Palka INP BAM February 27th, 2006
Angular distribution Angular distribution in the helicity frame of DsJ(2700)in the helicity frame of DsJ(2700)
fitted B Signalcorrected for acceptance
Comparison with the DsJ(2700) spin hypotheses:
J=1 2/n.d.f = 3.4/4 J=2 2/n.d.f = 16.2/4 J=0 2/n.d.f = 36.5/4
Background-free cos distribution obtained using 2-dim Mbc-E fit in each cos bin
11-- favouredfavoured
DsJ(2700) DsJ(2700) →→DD00KK++ : : 11 →→ 00-- 00-- P-wave P-wave
decaydecay
thusthus DsJ(2700) DsJ(2700) P parity : P parity : --
Contributions from quasi-two-body components:(normalized to measured yields and superimposed by adding histograms)
B+ (4160) K+B+ (3770) K+ B+ D0 DsJ+(2700)
Explanation ofExplanation of 2-body mass spectra2-body mass spectra
Shapes predicted by MC simulations
DDsJsJ++((2702700)0), , ((3773770)0) are not the full story, but the ‘fit’ is acceptable are not the full story, but the ‘fit’ is acceptable
J.Brodzicka, H.Palka INP BAM February 27th, 2006J.Brodzicka, H.Palka INP BAM February 27th, 2006
Background-free mass distr. corrected for acceptanceBackground-free mass distr. corrected for acceptance
M(M(DD00DD00) strongly affected by acceptance losses ) strongly affected by acceptance losses influence of these losses on influence of these losses on DDsJsJ(2700(2700) region) region is minor is minor
B+ (4160) K+B+ (3770) K+
B+ D0
DsJ+(2700)
(3770)
DsJ(2700)Z(3930)
J.Brodzicka, H.Palka INP BAM February 27th, 2006J.Brodzicka, H.Palka INP BAM February 27th, 2006
Dalitz plot and projections forDalitz plot and projections for Background: elliptical strip 6 to 10
in Mbc, E, surrounding the signal region
B+ D0D0K+
For Mbc > 5.277GeV E<10 MeV
( 1.5 signal region )
LR > 0.01
(4160(4160))
(3770)(3770)
DDsJsJ(2700)(2700)
(3770)(3770) (4160)(4160)
DDsJsJ(2700)(2700)
DDsJsJ(2700) (2700) (3770)(3770)
(4160(4160))
(3770)(3770)(4160(4160))
DDsJsJ(2700)(2700)
J.Brodzicka, H.Palka INP BAM February 27th, 2006J.Brodzicka, H.Palka INP BAM February 27th, 2006
Mass distributions corrected for acceptanceMass distributions corrected for acceptance
Events from 1.5 E-Mbc signal region
Background
J.Brodzicka, H.Palka INP BAM February 27th, 2006J.Brodzicka, H.Palka INP BAM February 27th, 2006
Dalitz Dalitz plot plot projections projections forforwith smaller 20MeV binningwith smaller 20MeV binning
Background
B+ D0D0K+
For 1.5 E-Mbc signal region
LR > 0.01
for 400fbfor 400fb-1-1
no significant narow states
J.Brodzicka, H.Palka INP BAM February 27th, 2006J.Brodzicka, H.Palka INP BAM February 27th, 2006
SummarySummary 400 fb400 fb-1-1 sample has been analysed; sample has been analysed; all features seen in the 250 fball features seen in the 250 fb-1 -1 sample are confirmedsample are confirmed
strong strong DDsJsJ(2700)(2700)→→DD00KK++ resonanceresonance (significance = 6.7(significance = 6.7σσ) )
M= 2709 M= 2709 ±± 10 MeV 10 MeV ΓΓ= 137 = 137 ±± 27 MeV J 27 MeV JPP=1=1-- favoured favoured ΨΨ(3770) confirmed(3770) confirmed M= 3777 M= 3777 ±± 3 MeV 3 MeV ΓΓ= 27 = 27 ±± 9 MeV 9 MeV remaining structures in M(remaining structures in M(DD00DD00) could not be resolved, ) could not be resolved, but their influence on the but their influence on the DDsJsJ(2700)(2700) parameters is small parameters is small (included into systematic errors) (included into systematic errors)
We would like to publish We would like to publish DDsJsJ(2700)(2700) as it is now, as it is now, deeper insight into M(deeper insight into M(DD00DD00) and M() and M(DD00KK++) dynamics ) dynamics will be possible after full Dalitz plot analysis (if it is successful)will be possible after full Dalitz plot analysis (if it is successful)
J.Brodzicka, H.Palka INP BAM February 27th, 2006J.Brodzicka, H.Palka INP BAM February 27th, 2006