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My presentation today is based on the following topics
1 Introduction to CP violation
2 Details of Belle detector
3 Physics goals
4 KL
0
detection at Belle
5 Toy Monte Carlo study of D0
→KL
0
π0
6 Calibration and resolution study
7 Conclusion
Manmohan Dash, Graduate Student, Department Of Physics, Virginia Tech,Manmohan Dash, Graduate Student, Department Of Physics, Virginia Tech, Jan 6Jan 6thth
, 2004, 2004
The Belle experiment intends to investigate Kobayashi-Maskawa mechanism for
CP violation
The Cabibbo Kobayashi Maskawa unitarity triangle
The Cabibbo Kobayashi Maskawa(CKM) matrix
The Belle detector shown in side view consists of the following subdetectors with
the stated functions
Vertex measurement by SVD
Charged particle tracking by CDC
Particle identification by dE/dX in CDC
and measurements in ACC and TOF
Electromagnetic showers by ECL and EFC
Muons and KL
0
detection by KLM
1.5 T super conducting solenoid
Version 1.x of silicon vertex detector or SVD consists of 3 layers, measures Z-
vertices of B and D-mesons and τ’s
z-vertex of B/Bbar pair important for time
dependent CP violation
Innermost layer very close to
beam pipe wall
Version 2.0 of SVD consisting of 4 layers has better resolution and was installed
in summer 2003
The innermost layer is closer to Interaction Point(IP)
The central drift chamber or CDC reconstructs charge tracks and 3-momentum
with precision
z asymmetry to cover 170
<θ<1500
Precise dE/dX measurement for particle identification
The aerogel cherenkov counter or ACC helps in particle identification especially π±
from K±
Array of silica aerogel
cherenkov counters
Time of flight or TOF consists of TOF & TSC(trigger scintillator counters)and
helps in particle identification
Particle identification by TOF
TOF and TSC counters in the time
of flight detector
The electromagnetic calorimeter or ECL detects photons and electrons with high
efficiency and resolution
Fine grained segmented CsI
crystal, silicon photodiode
readout
Tower like crystals pointing
towards interaction point of
e+
e-
The extreme forward calorimeter or EFC increases polar angle coverage and hence
experimental sensitivity
Covers polar angle region (6.40
<θ<11.50
)
and (163.30
<θ<171.20
)
Consists of BGO(bismuth germanate)
The KL
0
and muon detector or KLM identifies KL
0
and muons and consists of
alternate iron and RPC layers
RPC super layer in KLM detects charge through ionization
Alternate iron and RPC layers in barrel KLM
(octagon shaped region)
The Physics goals of this analysis is to measure the decay asymmetry in D0
→KL
0
π0
andD0
→KS
0
π0
D0
→KL
0
π0
andD0
→KS
0
π0
decay
KL
0
/ KS
0
reconstruction efficiency from
D*+
→D0
π+
, D0
→K*-
π+
, K*-
→(KL
0
/ KS
0
)π-
reduces systematics
The decay asymmetry in D0
→KL
0
π0
andD0
→KS
0
π0
is very important for study of D0
-D0
bar mixing
The decay asymmetry constrains δKπ which is
important for D0
-D0
bar mixing
A KL
0
is reconstructed by information from 2 detectors: ECL and KLM
KL
0
is reconstructed by rejecting charged tracks
in a 150
cone of KL
0
cluster direction
ECL has better directional resolution for
those KL
0
s that interact in the ECL
While KL
0
direction is reconstructed from detector momentum magnitude is obtained
from kinematic constraints
Only direction information for KL
0
D0
mass constraint for assumed two-body decay
A simple toy Monte Carlo study of D0
→KL
0
π0
is done to see how well D0
mass
constraint works
A signal is generated for the decay by simulating
θ and ϕ
Generated and reconstructed momentum for KL
0
match exactly
Reconstruction of D*+
→D0
π+
, D0
→K*-
π+
, K*-
→KS
0
π-
from signal Monte Carlo
Track cuts shown in picture(quality cuts)
have been applied zdist < 1, dr > 0.25, dphi < 0.1
A KS
0
reconstructed by D0
mass constraint and whose
direction distribution is smeared to match KL
0
resolution is called a pseudo KL
0
Following invariant mass cuts have been applied
20 MeV on KS
0
, 150 MeV on K*-
, 60 MeV on D0
and D*+
Direction resolution for KL
0
and KS
0
has been studied in signal Monte Carlo
σθ σϕ REMARK
KS
0
0.002 0.002
KL
0
0.016 0.018 KS
0
resolution is ~10 times better than KL
0
resolution
KLM KL
0
0.022 0.028
ECL KL
0
0.012 0.014 ECL KL
0
resolution is better than KLM KL
0
resolution
How many reconstructed D*+
→D0
π+
, D0
→K*-
π+
, K*-
→KS
0
π-
in signal Monte Carlo are
real?
The decay is compared to generator
level information to check if it has been
reconstructed correctly
D*+
Mass for correctly reconstructed
events in green
How good is D0 mass constraint in D*+
→D0
π+
, D0
→K*-
π+
, K*-
→KS
0
π-
signal Monte
Carlo?
Mass constraint technique works well is seen
by the correlation in momentum reconstructed
in two ways
∆Μ = (D*+
- D0
) mass is a good cut in reducing fake reconstruction and useful in
analyzing experimental data
Correctly reconstructed events from Monte
Carlo peak at ∆Μ = 0.145 MeV which
corresponds to the slow pion from D*+
Reconstruction of D*+
→D0
π+
, D0
→K*-
π+
, K*-
→KL
0
π from signal Monte Carlo
The decay was reconstructed by applying 3σ mass cuts on K*-
and D*+
candidates
Good correlation in generated and reconstructed
D*+
momentum, reconstruction efficiency = 28%
D*+
→D0
π+
, D0
→K*-
π+
, K*-
→KS
0
π-
was reconstructed from skimmed experimental data
Experiment 7(~6.5 million B/Bar events) was skimmed by applying 3σ
mass cuts on the candidates
Reconstruction done from skimmed data
using quality cuts, 2σ mass cuts on candidates
and a ∆Μ window (0.143,0.147)on D*+
The analysis D0
→KL
0
π0
of is ongoing and I will conclude the same with the
following roadmap in mind
We have ~175 fb-1
of experimental data at Belle at the end of 2003
The previous analysis at Belle was based on a data sample of ~23 fb-1
, decay rate asymmetry = 0.88 ± 0.09
We expect to see 33005/12,873 # of D0
→KL
0
π0
/D0
→KS
0
π0
events in the larger data sample
I expect to finish the calibration analysis by next 2 months
Once KS
0
/KL
0
relative reconstructive efficiency is calculated in the calibration study I’ll start decay
asymmetry analysis in D0
→K0
π0

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My PhD Thesis as I presented in my Preliminary Exam.

  • 1. My presentation today is based on the following topics 1 Introduction to CP violation 2 Details of Belle detector 3 Physics goals 4 KL 0 detection at Belle 5 Toy Monte Carlo study of D0 →KL 0 π0 6 Calibration and resolution study 7 Conclusion Manmohan Dash, Graduate Student, Department Of Physics, Virginia Tech,Manmohan Dash, Graduate Student, Department Of Physics, Virginia Tech, Jan 6Jan 6thth , 2004, 2004
  • 2. The Belle experiment intends to investigate Kobayashi-Maskawa mechanism for CP violation The Cabibbo Kobayashi Maskawa unitarity triangle The Cabibbo Kobayashi Maskawa(CKM) matrix
  • 3. The Belle detector shown in side view consists of the following subdetectors with the stated functions Vertex measurement by SVD Charged particle tracking by CDC Particle identification by dE/dX in CDC and measurements in ACC and TOF Electromagnetic showers by ECL and EFC Muons and KL 0 detection by KLM 1.5 T super conducting solenoid
  • 4. Version 1.x of silicon vertex detector or SVD consists of 3 layers, measures Z- vertices of B and D-mesons and τ’s z-vertex of B/Bbar pair important for time dependent CP violation Innermost layer very close to beam pipe wall
  • 5. Version 2.0 of SVD consisting of 4 layers has better resolution and was installed in summer 2003 The innermost layer is closer to Interaction Point(IP)
  • 6. The central drift chamber or CDC reconstructs charge tracks and 3-momentum with precision z asymmetry to cover 170 <θ<1500 Precise dE/dX measurement for particle identification
  • 7. The aerogel cherenkov counter or ACC helps in particle identification especially π± from K± Array of silica aerogel cherenkov counters
  • 8. Time of flight or TOF consists of TOF & TSC(trigger scintillator counters)and helps in particle identification Particle identification by TOF TOF and TSC counters in the time of flight detector
  • 9. The electromagnetic calorimeter or ECL detects photons and electrons with high efficiency and resolution Fine grained segmented CsI crystal, silicon photodiode readout Tower like crystals pointing towards interaction point of e+ e-
  • 10. The extreme forward calorimeter or EFC increases polar angle coverage and hence experimental sensitivity Covers polar angle region (6.40 <θ<11.50 ) and (163.30 <θ<171.20 ) Consists of BGO(bismuth germanate)
  • 11. The KL 0 and muon detector or KLM identifies KL 0 and muons and consists of alternate iron and RPC layers RPC super layer in KLM detects charge through ionization Alternate iron and RPC layers in barrel KLM (octagon shaped region)
  • 12. The Physics goals of this analysis is to measure the decay asymmetry in D0 →KL 0 π0 andD0 →KS 0 π0 D0 →KL 0 π0 andD0 →KS 0 π0 decay KL 0 / KS 0 reconstruction efficiency from D*+ →D0 π+ , D0 →K*- π+ , K*- →(KL 0 / KS 0 )π- reduces systematics
  • 13. The decay asymmetry in D0 →KL 0 π0 andD0 →KS 0 π0 is very important for study of D0 -D0 bar mixing The decay asymmetry constrains δKπ which is important for D0 -D0 bar mixing
  • 14. A KL 0 is reconstructed by information from 2 detectors: ECL and KLM KL 0 is reconstructed by rejecting charged tracks in a 150 cone of KL 0 cluster direction ECL has better directional resolution for those KL 0 s that interact in the ECL
  • 15. While KL 0 direction is reconstructed from detector momentum magnitude is obtained from kinematic constraints Only direction information for KL 0 D0 mass constraint for assumed two-body decay
  • 16. A simple toy Monte Carlo study of D0 →KL 0 π0 is done to see how well D0 mass constraint works A signal is generated for the decay by simulating θ and ϕ Generated and reconstructed momentum for KL 0 match exactly
  • 17. Reconstruction of D*+ →D0 π+ , D0 →K*- π+ , K*- →KS 0 π- from signal Monte Carlo Track cuts shown in picture(quality cuts) have been applied zdist < 1, dr > 0.25, dphi < 0.1 A KS 0 reconstructed by D0 mass constraint and whose direction distribution is smeared to match KL 0 resolution is called a pseudo KL 0 Following invariant mass cuts have been applied 20 MeV on KS 0 , 150 MeV on K*- , 60 MeV on D0 and D*+
  • 18. Direction resolution for KL 0 and KS 0 has been studied in signal Monte Carlo σθ σϕ REMARK KS 0 0.002 0.002 KL 0 0.016 0.018 KS 0 resolution is ~10 times better than KL 0 resolution KLM KL 0 0.022 0.028 ECL KL 0 0.012 0.014 ECL KL 0 resolution is better than KLM KL 0 resolution
  • 19. How many reconstructed D*+ →D0 π+ , D0 →K*- π+ , K*- →KS 0 π- in signal Monte Carlo are real? The decay is compared to generator level information to check if it has been reconstructed correctly D*+ Mass for correctly reconstructed events in green
  • 20. How good is D0 mass constraint in D*+ →D0 π+ , D0 →K*- π+ , K*- →KS 0 π- signal Monte Carlo? Mass constraint technique works well is seen by the correlation in momentum reconstructed in two ways
  • 21. ∆Μ = (D*+ - D0 ) mass is a good cut in reducing fake reconstruction and useful in analyzing experimental data Correctly reconstructed events from Monte Carlo peak at ∆Μ = 0.145 MeV which corresponds to the slow pion from D*+
  • 22. Reconstruction of D*+ →D0 π+ , D0 →K*- π+ , K*- →KL 0 π from signal Monte Carlo The decay was reconstructed by applying 3σ mass cuts on K*- and D*+ candidates Good correlation in generated and reconstructed D*+ momentum, reconstruction efficiency = 28%
  • 23. D*+ →D0 π+ , D0 →K*- π+ , K*- →KS 0 π- was reconstructed from skimmed experimental data Experiment 7(~6.5 million B/Bar events) was skimmed by applying 3σ mass cuts on the candidates Reconstruction done from skimmed data using quality cuts, 2σ mass cuts on candidates and a ∆Μ window (0.143,0.147)on D*+
  • 24. The analysis D0 →KL 0 π0 of is ongoing and I will conclude the same with the following roadmap in mind We have ~175 fb-1 of experimental data at Belle at the end of 2003 The previous analysis at Belle was based on a data sample of ~23 fb-1 , decay rate asymmetry = 0.88 ± 0.09 We expect to see 33005/12,873 # of D0 →KL 0 π0 /D0 →KS 0 π0 events in the larger data sample I expect to finish the calibration analysis by next 2 months Once KS 0 /KL 0 relative reconstructive efficiency is calculated in the calibration study I’ll start decay asymmetry analysis in D0 →K0 π0