measuring the branching ratio of the k 0 0 decay
DESCRIPTION
Measuring the branching ratio of the K 0 0 decay. KLOE Memo n° 279 – December 2002 E. Gorini, M. Primavera, A. Ventura. A. Ventura – 61 st KLOE General Meeting – Tor Vergata – 19-20/12/2002. ’ : World data vs. KLOE data. ’ K ± ± 0 0. Analyzed DATA sample - PowerPoint PPT PresentationTRANSCRIPT
Measuring the branching ratio
of the K 00 decay
KLOE Memo n° 279 – December 2002
E. Gorini, M. Primavera, A. Ventura
A. Ventura – 61st KLOE General Meeting – Tor Vergata – 19-20/12/2002
’ : World data vs. KLOE data
PDG (units 10–2)
1.73±0.04 (fit)
1.77±0.07 (average)
A. Ventura – 61st KLOE General Meeting – Tor Vergata – 19-20/12/2002
’ K±±00
Analyzed DATA sample
• 112 pb–1 (Aug-Sep 2002)
Monte Carlo samples
• 1.5107 all events• 7.5 105 ’ decays
Datarec DBV-14 reconstruction
A. Ventura – 61st KLOE General Meeting – Tor Vergata – 19-20/12/2002
’ event topology
0 0
– K–
K++0
Two tagging strategies: K0 “K’’ K “K’’
Self-triggering required for the tags
EMC trigger kpmfilt “tag” algo Cluster splitting recovery Track to cluster optimized
A. Ventura – 61st KLOE General Meeting – Tor Vergata – 19-20/12/2002
Measurement of BR(’)
FILFOCV
FILFOCV
selbckg
bckg
tag
tag
BRN
NBR 20 )(
11
1
1)(
Ntag = number of tagged events
bckg = background fractions
’sel = efficiency to select ’ given the tag
BR(0) = (98.7980.032)% CV = trigger cosmic veto efficiency
FILFO = FILFO algorithm efficiency
(1 – /’) = “tag bias”
Event selection
A. Ventura – 61st KLOE General Meeting – Tor Vergata – 19-20/12/2002
K / K self-tag
A K track according to any kpmfilt algo A 2-track vertex with K @ r>25cm
Daughter track momentum: p* < 135
MeV 4 clusters on-time with vertex:
Ei > 15 MeV , |(t–r/c)| < 4
Etot < 450 MeV
}K
vtx
clu
Etot
EtotcluvtxKsel '
}
A. Ventura – 61st KLOE General Meeting – Tor Vergata – 19-20/12/2002
Efficiency evaluation (I)
Tracking and vertexing• Only EMC variables used
• K separately estimated for K+ and K– ( nuclear interaction)
K = 0.466 0.001stat 0.003syst
All the efficiencies have been extracted on data by means of variousSamples of Normalization. Systematic errors take into account thedifferences between the two tags used. MC has been used only for estimating background fractions.
v
p
• vtx dependence on p studied
vtx = 0.539 0.001stat 0.003syst
Efficiency evaluation (II)
Clustering
A. Ventura – 61st KLOE General Meeting – Tor Vergata – 19-20/12/2002
E (MeV)
Aclu
• 4onT depends on the tag
onTcluclu A 44
Aclu4 = 0.799 0.001stat 0.003syst
{ 4onT
= 0.695 0.004
4onT
= 0.744 0.004
• Studied systematics on the |(t–r/c)|<4 cut• Checked wrong on-time cluster probability on data
• Etot = 0.9942 0.0014
Background evaluation
A. Ventura – 61st KLOE General Meeting – Tor Vergata – 19-20/12/2002
Tags: bckg = 0.37%
bckg = 0.21%
Signal contaminations from: - Main K decays 0.46% - Kl4
00 decays 0.17% - Nuclear interactions 0.10% - Other rare K decays 0.03% - Other decays ~10–5
- Bhabha, “monotracks” ~10–5
bckg’ = (0.750.11)%
Estimations on MC corrected by comparing with data
Systematics and corrections
A. Ventura – 61st KLOE General Meeting – Tor Vergata – 19-20/12/2002
Cosmic Veto : CV /CV
’ = 0.99860.0008
FILFO algorithm: |FILFO /FILFO
’ – 1| < 10–3
Dependence of BR on the neutral cluster definition
Splitting recovery tuning
Minimum energy cut Emin>15 MeV
Differences in K and K tags for track/vertex efficiencies
4on
T
Emin (MeV)1513 17
0.7
0.72
Nta
g’ /N
tag
0.74
Results and perspectives
A. Ventura – 61st KLOE General Meeting – Tor Vergata – 19-20/12/2002
BR(’) = (1.8070.008stat0.018syst)%
K , clu and many systematics coincide for Kee
Ntag statistics 4.7 Total energy cut 1.4
Ntag statistics 0.3 Background subtraction 1.0
K
reconstruction/identification
6.1 Residual cluster systematics
5.4
Vertex reconstruction 7.1 Cosmic veto 0.8
Splitting recovery 2.3 FILFO algorithm <1
Four cluster acceptance 3.6 BR(0)2 0.7
On-time requirements 5.2 TOTAL UNCERTAINTY 11.7
Contributions to the total error (10–3 units)