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CP Violation in Penguin Decays

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CP Violation in Penguin Decays. Denis Dujmic, SLAC. W. New Physics in Loop Decays?. FCNC Amplitude in SM. 3-6 QCD penguin 7-10 EW penguin. Dominant terms double-CKM and QCD-loop suppressed Decay rates small in Standard Model:
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SLAC DOE Review, Jun 7 20 06 1 CP Violation in Penguin Decays Denis Dujmic, SLAC
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Page 1: CP Violation in Penguin Decays

SLAC DOE Review, Jun 7 2006 1

CP Violation in Penguin Decays

Denis Dujmic, SLAC

Page 2: CP Violation in Penguin Decays

SLAC DOE Review, Jun 7 2006 2

New Physics in Loop Decays? FCNC Amplitude in SM

0i

ii

iCKM

F0efff BμQfμCV

2GB H fA

3-6 QCD penguin7-10 EW penguin

Dominant terms double-CKM and QCD-loop suppressedDecay rates small in Standard Model: <7 10-5

Heavy non-SM particles can appear in loops- large contribution possible, ~O(1)- in general not CP-conserving

Study CPV in penguins:- probe for new CP-violating phases

Wb s

t,c,u

b sRb~

g~

Rs~g

23dRR)(δ

Page 3: CP Violation in Penguin Decays

SLAC DOE Review, Jun 7 2006 3

Indirect CPV (beta)

b

dW

fA /J

0B SK

Tree decay, BF~10-3

i

Kcscb

cscb

BKsJ

e

qp

VVVV

pq

2

*

*

/

Both have same CP asymmetry parameter 2 Im[] = sin2Test this prediction!

b

d

0B

fA

SK

Penguin decay, BF~10-5

i

Ktstb

tstb

BKs

e

qp

VVVV

pq

2

*

*

(HFAG) 0.0320.685sin2β 0Kcc

Page 4: CP Violation in Penguin Decays

SLAC DOE Review, Jun 7 2006 4

Standard Model or Beyond?

New Physics

This could be the greatest discovery of the century.Depending, of course, on how far down it goes.

All penguins 0.50 ± 0.06 (3difference!)

Page 5: CP Violation in Penguin Decays

SLAC DOE Review, Jun 7 2006 5

SM Uncertainties

2)(* tftstb AVV 033.012sin

2)(* cfcscb AVV 2sin

b u

d

uWs

d

22sin iufusub eAVV 4)(*

CKM term Example diagram CPV Parameter

SM pollution!

t

c

u

b

b

b

s

s

s

Page 6: CP Violation in Penguin Decays

SLAC DOE Review, Jun 7 2006 6

SM Uncertaintiescc

- Theory estimatesBeneke, PLB 620 (2005) 143Cheng, Chua & Soni, PRD72:094003(2005)-HFAG BaBar+Belle average-ccK average

Predictions based on factorization models

sin2QCDF, pQCD, SCET calculations agree

Page 7: CP Violation in Penguin Decays

SLAC DOE Review, Jun 7 2006 7

Status of KKK0 CP Analysis

Page 8: CP Violation in Penguin Decays

SLAC DOE Review, Jun 7 2006 8

Event Selection for B0→KKKS*2B

*2beamES pEm *

beam*B EEΔE

All K+K-KS KS

24.7 10-6

(530±28)4.2 10-6

(114±12)

Branching fraction (reco. events) K0 makes only 15% of the

total K+K-K0 branching fraction What goes into B0→K+K-K0

Dalitz plot?230 M BB pairs

Page 9: CP Violation in Penguin Decays

SLAC DOE Review, Jun 7 2006 9

B0→KKK0: CP Content CP of final state not known!

- CP(K+K-) = even, CP(K+K-KS) = (-1)L

- need distribution of angular momenta L

Angular-moments analysis:

K+

K

B0

KSL

L’=L

H

L

HLL2 cosP PA

Piδ

S AeAA Compute wave strengths using moments of Legendre polynomials:

Describe decay in terms of S and P-waves decaying into K+K-

S-wave P-waveS-P interf.

Page 10: CP Violation in Penguin Decays

SLAC DOE Review, Jun 7 2006 10

B0→KKK0: Angular Moments

6)%8(89f evenL

[BABAR,PhysRevD71:091102(2005)] BABAR’s – analysis of angular moments:

0

2evenL P

P451f

Average moments computed using sPlot technique [Pivk, Le Diberder, physics/0402083]

Outside of KS region BABAR 230 MBB

5)%9(93f evenL Belle 386 MBB (isospin)

Belle’s method requires 1.7 times more data to have same error

Page 11: CP Violation in Penguin Decays

SLAC DOE Review, Jun 7 2006 11

Sin2 from KKK0Dalitz plot of K+K-KS consists of KS (CP-odd) + S-wave (CP-even):

-split sample into KS (CP-odd) and m(K+K-)>1.1 (CP-event)- treat any interference as syst. error

0Csin2βS eff

KKKS

In each mass region:

K0

Belle

BaBar “K+K-K0”BaBar

Belle

K0S

K0L

BABAR, ~230MBB

History plots of CP asymmetry measurements:

Page 12: CP Violation in Penguin Decays

SLAC DOE Review, Jun 7 2006 12

What More? Dalitz plot!Time-dependent Dalitz plot rate:

Natural way to combine K0 and high-mass KKK0 decaysBest way to treat interference effects

tmAAqtmeAAmqAAe dtagdi

tag

t

cossin2222*22

Describe Dalitz plot amplitude in terms of (non)resonant components:

...NRccfccA...NRccfccA

NRc0c0f0

NRc0c0f0

0

0

Page 13: CP Violation in Penguin Decays

SLAC DOE Review, Jun 7 2006 13

Understanding KKK0 Dalitz plot

D+,Ds+

reflections

X(1500)

non-res

[BABAR,hep-ex/0507094]

c0

Mode Fraction (%)(1020)KS 15.43.40.6X(1500)KS 5.22.20.9

(<8.3)38.97.30.9

Non-resonant

70.73.81.7

c0KS 3.11.60.8 (<5.5)

f0(980)KS 5.73.21.0 (<9.7)

-First B0->KKKS Dalitz plot analysis(time integrated)- Next: simultaneous fitting of entire Dalitz plot K0+KKK0 and extraction of CPV parameters

m(K+K-) [GeV/c2] m(K±KS) [GeV/c2]

Page 14: CP Violation in Penguin Decays

SLAC DOE Review, Jun 7 2006 14

Other Progress in PenguinsImprovements of BABAR analyses (using 230 M BB pairs):

1) Add submodes of existing channels: - KS->- is only 34% of all K0 decays- Add KL: ’KL, KKKL- Add KS->: KSKSKS

2) Add channels with high background:- KS, KS

- Total penguin average for BABAR: (sin2) ~ 0.09

- Stat. power from additional modes alone: (sin2)stat ~ 0.16

Page 15: CP Violation in Penguin Decays

SLAC DOE Review, Jun 7 2006 15

Performance for beta

BABAR ~230 MBBBelle ~386 MBB

Total error on sin2 as of Winter06

BABAR outperforms Belle even with less data- better analysis techniques- bigger boost, better PID

Page 16: CP Violation in Penguin Decays

SLAC DOE Review, Jun 7 2006 16

Summary and Plans All channels will be updated with 2006 dataset

-BaBar error on sin2(’K0) < 0.1 -BaBar+Belle combined penguin error ~0.04

SLAC contribution:- KKKS KS→ (Dujmic), KS→ (Thompson,Roodman)- KS, f0KS -> KS (Graham) - KS, ->3 (Suzuki)- KS (Allen, Roodman):- K: (Allen, Roodman), - Dalitz plot: K+KSKS, K+K+K- (Thompson,Dujmic,Roodman)- conveners of physics working group (Dujmic,Graham)

beta

Direct CPV


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