CP violation in quark flavor physics Stefania Gori University of - - PowerPoint PPT Presentation

cp violation in quark flavor physics
SMART_READER_LITE
LIVE PREVIEW

CP violation in quark flavor physics Stefania Gori University of - - PowerPoint PPT Presentation

CP violation in quark flavor physics Stefania Gori University of Cincinnati Testing CP-violation for baryogengesis University of Massachusetts, Amherst, March 29, 2018 Outline and aim of the talk Outline Aims 1. Phases of the CKM unitary


slide-1
SLIDE 1

CP violation in quark flavor physics

Stefania Gori

University of Cincinnati

Testing CP-violation for baryogengesis

University of Massachusetts, Amherst, March 29, 2018

slide-2
SLIDE 2

Outline and aim of the talk

2/21 S.Gori

B mesons b→s, b→d D mesons c→u Kaons s→d

CP violation in:

Overview Latest updates on the experimental measurements Implications on NP theories

During the rest of the workshop, we will learn its connection to baryogengesis Outline

1.

Phases of the CKM unitary triangle

  • 2. Meson mixing
  • 3. Kaon rare decays

Aims

slide-3
SLIDE 3

Standard Model flavor & CP

3/21 S.Gori

Flavor and CP-violation arising from the CKM matrix (VCKM) Free parameters: 3 real rotation angles and

  • ne (CP-violating) phase

(VCKM)ij Goal:

  • ver-constrain sides and angles

by many measurements sensitive to different short distance physics

~

( = Cabibbo angle) ( )

slide-4
SLIDE 4

Its success

4/21 S.Gori γ γ

K

ε

K

ε α α

d

m ∆

s

m ∆ &

d

m ∆

ub

V β sin 2

(excl. at CL > 0.95) < 0 β

  • sol. w/ cos 2

excluded at CL > 0.95

α β γ

ρ

  • 1.0
  • 0.5

0.0 0.5 1.0 1.5 2.0

η

  • 1.5
  • 1.0
  • 0.5

0.0 0.5 1.0 1.5

excluded area has CL > 0.95 ICHEP 16

CKM

f i t t e r

Remarkable success of the CKM picture!

(68% CL)

1995 2004 2016

slide-5
SLIDE 5

Measurement of the γ angle

5/21 S.Gori

γ γ

K

ε

K

ε α α

d

m ∆

s

m ∆ &

d

m ∆

ub

V β sin 2

(excl. at CL > 0.95) < 0 β
  • sol. w/ cos 2
e x c l u d e d a t C L > . 9 5 α β γ

ρ

  • 1.0
  • 0.5

0.0 0.5 1.0 1.5 2.0

η

  • 1.5
  • 1.0
  • 0.5

0.0 0.5 1.0 1.5

excluded area has CL > 0.95 ICHEP 16

CKM

f i t t e r

Direct γ measurement Indirect γ extrapolation

LHCb expected precision by 2029 (end of Run 4) < 0.4º The CKM angle γ is the least known constraint:

slide-6
SLIDE 6

Measurement of the γ angle

5/21 S.Gori

The CKM angle γ is the least known constraint:

γ γ

K

ε

K

ε α α

d

m ∆

s

m ∆ &

d

m ∆

ub

V β sin 2

(excl. at CL > 0.95) < 0 β
  • sol. w/ cos 2
e x c l u d e d a t C L > . 9 5 α β γ

ρ

  • 1.0
  • 0.5

0.0 0.5 1.0 1.5 2.0

η

  • 1.5
  • 1.0
  • 0.5

0.0 0.5 1.0 1.5

excluded area has CL > 0.95 ICHEP 16

CKM

f i t t e r

LHCb expected precision by 2029 (end of Run 4) < 0.4º Require interference between b → cW and b → uW to access it:

LHCb-CONF-2017-004

Direct γ measurement Indirect γ extrapolation

  • M. Kenzie

γ can be measured using tree level B decays

(only CKM angle accessible at tree level)

Most precise measurement from 1 experiment only

slide-7
SLIDE 7

Theory for the γ angle

6/21 S.Gori

New physics in C1,2 can cause sizeable shifts in γ (|δγ| ≈ 4º) γ is an good probe of new physics γ is known very well in the SM second-order electroweak corrections

(other theory errors can eliminated using data)

Brod, Zupan, 1308.5663

Im(∆C1) and Im(∆C2) can be of order ±10% without violating any constraints from data

(constraints from B → Dπ and B → D(∗)0h0 decays, b → dγ, B → ππ, ρπ, ρρ-decays).

Brod et al., 1412.1446

For example, for ∆C1

slide-8
SLIDE 8
  • 2. The physics of meson mixing
slide-9
SLIDE 9

CP violation in the meson system

7/21 S.Gori

Let us consider a meson (M) decay. We define the decay amplitudes to the final state f The mass eigenstates are In general, there are 3 types of CP violation: CP violation in mixing,

when the two neutral mass eigenstate admixtures cannot be chosen to be CP-eigenstates CP violation in decay, when the amplitude for a decay and its CP-conjugate process have different magnitudes

CP violation in the interference

  • f decays with and without mixing, which occurs in

decays into final states that are common to and

slide-10
SLIDE 10

Example for the Bs meson system

8/21 S.Gori

Flavor eigenstates Mass eigenstates can be affected by NP

Interference between mixing and decay B mesons b→s, b→d

small number in the SM

slide-11
SLIDE 11

Latest measurements, B mesons

9/21 S.Gori

LHCb dominates this world average

Bs Bd

B mesons b→s, b→d LHCb is comparable to Belle & Babar

(latest LHCb (2017): 0.760 ± 0.034)

slide-12
SLIDE 12

10/21 S.Gori

Latest measurements, D mesons

CP violating effects in the D0D0 system are expected to be small, O(10-3) sizeable uncertainties on hadronic form factors cc production ~ 20 bb production at LHCb! In the SM, Latest determination: LHCb, 5.0 fb-1 recorded in 2011-2016 through the decays

Cabibbo- suppressed Cabibbo-favored that follows from the oscillation (“wrong sign” (WS) decay) (“right sign” (RS) decay) Cabibbo-favored

D mesons c→u

(also past determination through the decays to Kaons and pions)

* *

PHYSICAL REVIEW D 97, 031101

slide-13
SLIDE 13

10/21 S.Gori

Latest measurements, D mesons

CP violating effects in the D0D0 system are expected to be small, O(10-3) sizeable uncertainties on hadronic form factors cc production ~ 20 bb production at LHCb! In the SM, No evidence for CP violation in charm mixing is yet observed Latest determination: LHCb, 5.0 fb-1 recorded in 2011-2016 through the decays

Cabibbo- suppressed Cabibbo-favored that follows from the oscillation (“wrong sign” (WS) decay) (“right sign” (RS) decay) Cabibbo-favored

(68.3% CL.)

D mesons c→u

non-vanishing difference between RD+ and RD- would imply CP violation

(also past determination through the decays to Kaons and pions)

* *

PHYSICAL REVIEW D 97, 031101

slide-14
SLIDE 14

Probing high New Physics scales

11/21 S.Gori

Kamenik, 2014 Altmannshofer, 2017

CP violation in D mixing gives the best bound after εK (Kaon mixing)

present future

In the framework of effective field theories…

slide-15
SLIDE 15

Probing high New Physics scales

11/21 S.Gori

Kamenik, 2014 Altmannshofer, 2017

O(LHC direct) O(LHC direct)

CP violation in D mixing gives the best bound after εK (Kaon mixing)

present future

In the framework of effective field theories…

slide-16
SLIDE 16

New CPV Higgs bosons (MFV 2HDM)

12/21 S.Gori

Beyond EFTs, one can set constraints on the (flavor and) CP structure

  • f NP models containing new (~ light) degrees of freedom

CP violating

Example: a 2HDM with Minimal Flavor Violation (MFV)

slide-17
SLIDE 17

New CPV Higgs bosons (MFV 2HDM)

12/21 S.Gori

Beyond EFTs, one can set constraints on the (flavor and) CP structure

  • f NP models containing new (~ light) degrees of freedom

Example: a 2HDM with Minimal Flavor Violation (MFV)

Generically, O(1) complex coefficients

Matrix element for meson mixing:

Buras, Carlucci, SG, Isidori, 1005.5310

CP violating ~2σ bound

slide-18
SLIDE 18

New CPV Higgs bosons (flavorful 2HDM)

13/21 S.Gori

Beyond EFTs, one can set constraints on the (flavor and) CP structure

  • f NP models containing new (~ light) degrees of freedom

MFV is not the full story for 2HDMs A “flavorful” 2HDM

(analogous structure in the down-quark sector)

Altmannshofer, SG, Kagan, Silvestrini, Zupan, 1507.07927

slide-19
SLIDE 19

New CPV Higgs bosons (flavorful 2HDM)

13/21 S.Gori

Beyond EFTs, one can set constraints on the (flavor and) CP structure

  • f NP models containing new (~ light) degrees of freedom

MFV is not the full story for 2HDMs A “flavorful” 2HDM

(analogous structure in the down-quark sector)

Altmannshofer, SG, Kagan, Silvestrini, Zupan, 1507.07927

Approximate U(2) symmetry in each sector O(1) complex coefficients

* * * * * * *

2 of the phases

Altmannshofer, SG, Robinson, Tuckler, 1712.01847

slide-20
SLIDE 20

Complementarity with LHC searches

14/21 S.Gori

Broad program for searches for new Higgs bosons Most searches (and interpretation of searches) are performed in the context of “type-II-like” 2Higgs doublet models.

The typical golden channel is . This is not necessarily true in these new models

The LHC tests the absolute value of the free parameters of the theory

slide-21
SLIDE 21

SG, Haber, Santos, 1703.05873

Complementarity with LHC searches

14/21 S.Gori

Broad program for searches for new Higgs bosons Most searches (and interpretation of searches) are performed in the context of “type-II-like” 2Higgs doublet models.

The typical golden channel is .

The LHC tests the absolute value of the free parameters of the theory

This is not necessarily true in these new models

exclusion from

MFV

slide-22
SLIDE 22

SG, Haber, Santos, 1703.05873

Complementarity with LHC searches

14/21 S.Gori

Broad program for searches for new Higgs bosons Most searches (and interpretation of searches) are performed in the context of “type-II-like” 2Higgs doublet models.

The typical golden channel is .

The LHC tests the absolute value of the free parameters of the theory

This is not necessarily true in these new models

exclusion from

MFV Flavorful

Altmannshofer, Eby, SG, Lotito, Martone, Tuckler, 1610.02398

slide-23
SLIDE 23

15/21 S.Gori

SUSY Higgs sectors do not bring new sources of flavor violation at the tree level. Nevertheless, many new (Higgs) sources of flavor and CP violation (soft masses, trilinear terms)

6X6 matrix

For example in the squark down sector:

New CPV Higgs bosons (SUSY)

  • ff-diagonal soft

masses & trilinear terms

slide-24
SLIDE 24

15/21 S.Gori

SUSY Higgs sectors do not bring new sources of flavor violation at the tree level. Nevertheless, many new (Higgs) sources of flavor and CP violation (soft masses, trilinear terms)

6X6 matrix

For example in the squark down sector:

Example diagram:

New CPV Higgs bosons (SUSY)

Altmannshofer, Buras, SG, Paradisi, Straub, 0909.1333

  • ff-diagonal soft

masses & trilinear terms

slide-25
SLIDE 25
  • 3. Kaon rare decays
slide-26
SLIDE 26

16/21 S.Gori

Kaon rare decays in the SM

Dominant uncertainties originate from the CKM parameters |Vcb|, |Vub| and γ.

Buras, Buttazzo, Girbach-Noe, Knegjens, 1503.02693

Only operator in the SM

Very clean decays (mainly short distance contribution) Kaons s→d

+ box diagrams

slide-27
SLIDE 27

16/21 S.Gori

Kaon rare decays in the SM

Dominant uncertainties originate from the CKM parameters |Vcb|, |Vub| and γ. Very rare! Access to NP CP-conserving

Buras, Buttazzo, Girbach-Noe, Knegjens, 1503.02693

Only operator in the SM Long-distance contributions

CP-violating NA62 and KOTO are beginning their experimental program… Very clean decays (mainly short distance contribution)

Brod, Gorbahn, Stamou 1009.0947; Buras, Buttazzo, Girbach-Noe, Knegjens, 1503.02693

Kaons s→d

+ box diagrams

slide-28
SLIDE 28

17/21 S.Gori

News from NA62 (K+)

Moriond 2018 BNL measurement, 2009

(4 event @ BNL-949; 3 events @ BNL-787)

Predecessor: NA62 has started data taking in Sept. 2016 Exploratory analysis with 5% of 2016 data set 0 signal event found

CERN-SPSC-2017-013

Talk by Marchevski


Kaon pion neutrinos 400 GeV SPS protons

Kaons s→d

slide-29
SLIDE 29

17/21 S.Gori

News from NA62 (K+)

BNL measurement, 2009

(4 event @ BNL-949; 3 events @ BNL-787)

Predecessor: NA62 has started data taking in Sept. 2016

Data taking until the end of 2018 Running after 2018 is approved Aim: Measurement of the SM BR at the ~10% level

Kaon pion neutrinos

Exploratory analysis with 5% of 2016 data set 0 signal event found

CERN-SPSC-2017-013

1 event seen! (0.3 expected) Analysis of the full 2016 data announced at Moriond

Optimized to suppress backgrounds from leading Kaon decay modes

400 GeV SPS protons

Moriond 2018

Talk by Marchevski


Kaons s→d

slide-30
SLIDE 30

18/21 S.Gori

News from KOTO (KL)

KEK E391a bound, 2010

(0 events seen)

Predecessor: Indirect bound:

(using Grossmann-Nir)

Experimental challenges associated to the signature (2 photons+nothing) Moriond 2018

Talk by Marchevski


Kaons s→d

Grossman-Nir bound (model independent):

9701313

slide-31
SLIDE 31

Grossman-Nir bound (model independent):

18/21 S.Gori

News from KOTO (KL)

Predecessor: Indirect bound:

(using Grossmann-Nir)

Experimental challenges associated to the signature (2 photons+nothing) initial physics data taken in 2013 (1609.03637) 1 event observed (0.34 expected) 2015 run: ~ 20 times more data Preliminary analysis discussed at Moriond

(still to be optimized)

expectation: improvement on the bound by a factor of ~10

hermetic veto

Moriond 2018

Talk by Marchevski


Kaons s→d Final Aim: 10% measurement of the BR KEK E391a bound, 2010

(0 events seen)

9701313

slide-32
SLIDE 32

3 constraint

  • n the BR

19/21 S.Gori

CKM fit from Kaon measurements!

Putting together future NA62 and KOTO analyses, one can reconstruct the unitary triangle (just using Kaon physics)

with 10% measurement 10% measurement

Kaons s→d

slide-33
SLIDE 33

Custodial Randall-Sundrum [Blanke, Buras, Duling, Gemmler, SG, 0812.3803] Simplified Z, Z' models [Buras, Buttazzo, Knegjens, 1507.08672]
 Lepton flavor universality violation models [Bordone, et al., 1705.10729] … 20/21 S.Gori

Implications on New Physics theories

Many NP models induce sizable NP effects in the BRs:

sL,R dL,R

Kaons s→d

v

sL,R dL,R

slide-34
SLIDE 34

Custodial Randall-Sundrum [Blanke, Buras, Duling, Gemmler, SG, 0812.3803] Simplified Z, Z' models [Buras, Buttazzo, Knegjens, 1507.08672]
 Lepton flavor universality violation models [Bordone, et al., 1705.10729] … 20/21 S.Gori

Implications on New Physics theories

Many NP models induce sizable NP effects in the BRs: At the operator level:

SM operator sL,R dL,R

Buras, Buttazzo, Knegjens, 1507.08672

Region for Minimal Flavor Violating models

Kaons s→d

slide-35
SLIDE 35

Conclusions & Outlook

21/21 S.Gori

Interesting times for flavor / CPV physics Plethora of new data in the last few years and even more data to come (LHCb, BelleII, NA62, KOTO, …) Complementarity between different systems to test the flavor and CP structure of nature

b→s, b→d, c→u, s→d