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Matter-Antimatter%20Oscillations

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Title: Matter-Antimatter%20Oscillations


1
Matter-Antimatter Oscillations
  • Introduction to flavor physics
  • Tevatron and CDF
  • Bs Oscillations
  • Conclusion

BEACH 04
J. Piedra
1
2
The Standard Model
  • What is the Standard Model?
  • Comprehensive theory
  • Explains the hundreds of common particles atoms
    - protons, neutrons and electrons
  • Explains the interactions between them
  • Basic building blocks
  • 6 quarks up, down
  • 6 leptons electrons
  • Bosons force carrier particles
  • All common matter particles are composites of the
    quarks and leptons and interact by exchange of
    the bosons

2
M. Herndon
Wayne State Colloquium
3
If not the Standard Model, What?
  • Standard Model predictions validated to high
    precision, however
  • Gravity not a part of the SM
  • What is the very high energy behaviour?
  • At the beginning of the universe?
  • Grand unification of forces?
  • Dark Matter?
  • Astronomical observations of indicate that there
    is more matter than we see
  • Where is the Antimatter?
  • Why is the observed universe mostly matter?

3
M. Herndon
Wayne State Colloquium
4
Searches For New Physics
  • How do you search for new physics at a collider?
  • Direct searches for production of new particles
  • Particle-antiparticle annihilation
  • Example the top quark
  • Indirect searches for evidence of new particles
  • Within a complex process new particles can occur
    virtually
  • Tevatron is at the energy frontier and
  • a data volume frontier 2 billion events on
    tape
  • So much data that we can look for some very
    unusual processes
  • Where to look
  • Many weak flavor physics processes are very low
    probability
  • Look for enhancements from other low probability
    processes Non Standard Model

4
M. Herndon
Wayne State Colloquium
5
A Little History
  • Everything started with kaons
  • Flavor physics is the study of quarks
  • Our tool is the bound states of quarks
  • Kaon Discovered using a cloud chamber in 1947 by
    Rochester and Butler
  • Could decay to pions and had a very long
    lifetime 10-10 sec
  • Bound state of up or down quarks with with a new
    particle the strange quark!
  • Needed the weak force to understand its
    interactions
  • Neutral kaons were some of the most interesting
    kaons

5
M. Herndon
Wayne State Colloquium
6
Physics of Neutral Mesons
  • New physics(at the time) of neutral particles and
    antiparticles
  • K0 and K0
  • Interacted differently with weak and strong
    force. Different eigenstates
  • Strong force quark eigenstates K0 and K0
  • Weak force mass and CP eigenstates K0S and K0L
  • The Schrödinger equation
  • H not diagonal
  • K0 and K0 not mass eigenstates

-
-
-
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M. Herndon
Wayne State Colloquium
7
Physics of Neutral Mesons
  • Treat the particle and anti-particle as one two
    state system (Gell-Mann, Pais)
  • New states mass eigenstates
  • Weak force mass and CP eigenstates K0S and K0L
  • ?m 2M12 mass difference
  • But weve seen this type of system before

7
M. Herndon
Wayne State Colloquium
8
Classical Analogue
  • Coupled spring system
  • Start the system with one spring moving and over
    time it will evolve to a state where the other
    spring is moving.

8
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Wayne State Colloquium
9
Oscillations
  • Time dependence
  • Given a pure K0 state at t 0
  • Then at time t

9
M. Herndon
Wayne State Colloquium
10
Why?
  • The flavor changing weak interaction is necessary
    to get from K0
    to K0
  • The weak force provides the coupling between the
    states that leads to the oscillations
  • Also the CP eigenstates KS and KL are not changed
    by the weak force making them the weak force
    eigenstates

-
10
M. Herndon
Wayne State Colloquium
11
Neutral Kaons
11
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Wayne State Colloquium
12
CKM Physics
  • Our knowledge of the flavor physics can be
    expressed in the CKM matrix
  • Translation between strong and weak eigenstantes
  • Sets magnitude of flavor changing decays Strange
    type kaons type type pions
  • Several unitarity relationships to preserve
    probability
  • b quark relationship the most interesting
  • Largest CP violating parameter
  • Best place to look for explanations for
    mater-antimatter asymmetry

12
M. Herndon
Wayne State Colloquium
13
Bs and CKM Physics
  • B quark unitarity relationship
  • Can be expressed as triangle in the complex plane
  • Mixing strength set by Vts parameter

Pierini, et al.,
13
M. Herndon
Wayne State Colloquium
14
New Physics and the Bs Meson
  • Look at processes that are suppressed in the SM
  • Bs Oscillations a.k.a Mixing
  • SM Loop level box diagram Extra weak vertices
    lead to a suppression
  • Oscillation frequency can be calculated using
    electroweak SM physics and lattice QCD
  • NP can enhance the oscillation process, higher
    frequencies
  • Harnik et al., Phys. Rev. D 69 094024, 2004 -
    Barger et al., PL B596 229, 2004

14
M. Herndon
Wayne State Colloquium
15
Neutral B Mesons
  • The B0 and Bs meson
  • Very interesting place to look for new physics(in
    our time) Higgs physics couples to mass so B
    mesons are interesting
  • Same program Oscillations , CP violation
  • First evidence for B meson oscillations How the
    Bs meson was found
  • 1987 UA1 Integrated mixing measurement
  • ? Compare charges of leptons from two B decays
    opposite(unmixed) same(mixed)
  • 1987 Argus measured
    B0 meson mixing frequency
  • UA1 and Argus measurements
    disagreed!

-
15
M. Herndon
Wayne State Colloquium
16
Bs Oscillations
  • With the first evidence of the Bs meson we knew
    it oscillated fast.
  • How fast has been a challenge for a generation of
    experiments.

Amplitude method Fourier scan for the mixing
frequency
16
M. Herndon
Wayne State Colloquium
17
The Rival DØ Results
Key Features Result
Sen 95CL 16.5ps-1
Sen ?A(_at_17.5ps-1) 0.7
A/?A 1.6
Prob. Fluctuation 8
Peak value ?ms 19ps-1
PRL 97, 021802 2006
17
M. Herndon
Wayne State Colloquium
18
The Tevatron
-
  • 1.96TeV pp collider
  • Excellent performance and improving each year
  • Record peak luminosity in 2006 2.4x1032sec-1cm-2
  • Average beam crossing 1.7MHz
  • CDF Integrated Luminosity
  • 1fb-1 with good run requirements through 2005
  • All critical systems operating including silicon
  • Doubled data in 2005, predicted to double again
    in 2006

18
Wayne State Colloquium
19
The CDF Detector
  • CDF Tracker
  • 8 layer , 90cm long, rL00 1.3 - 1.6cm, 1
    million channel solid state device!
  • 96 layer drift chamber 44 to 132cm
  • Dedicated systems for electron and muon finding
  • Particle Identification
  • Time of Flight
  • dE/dx in drift chamber

19
M. Herndon
Wayne State Colloquium
20
The Real CDF Detector
20
M. Herndon
Wisconsin Colloquium
21
The Trigger
  • Hadron collider high production rate of B
    hadrons
  • QCD Backgrounds 4 orders of magnitude higher
  • The solution a displaced track trigger trigger
    on long B lifetime
  • Find tracks of interest at 1.7MHz
  • Read out and interpret our silicon detector at
    25KHz

21
M. Herndon
Wayne State Colloquium
22
Bs Mixing Overview
-
  • Measurement of the rate of conversion from matter
    to antimatter Bs ? Bs
  • Determine b meson flavor at production, how long
    it lived, and flavor at decay

to see if it changed!
tag
Bs
p(t)(1 D cos ?mst)
22
M. Herndon
Wayne State Colloquium
23
Bs Mixing A Real Event
  • CDF event display of a mixing event

Bs ? Ds-?, where Ds- ? ??-, ? ? KK-
23
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Wayne State Colloquium
24
Bs Mixing Signals
  • Fully reconstructed decays Bs ? Ds- ?(2?),
    where Ds- ?
    ??-, KK-, 3?
  • Partially reco. hadronic decays Bs ? Ds-? and
    Bs ? Ds- ?, where Ds- ? Ds-
    ?, ? ? ??0/?
  • Semileptonic decays Bs ? Ds-lX,
    where l e,?

Decay Candidates
Bs ? Ds?(2?) 5600
Bs ? Ds-?, Bs ? Ds- ? 3100
Bs ? DslX 61,500
  • Identified using kinematic, lifetime and PID
    information

24
M. Herndon
Wayne State Colloquium
25
More Signals
Decay Candidates
Bs ? Ds?(2?) 5600
Bs ? Ds-?, Bs ? Ds- ? 3100
Bs ? DslX 61,500
25
M. Herndon
Wayne State Colloquium
26
Bs Mixing Flavor Tagging
  • OST Opposite side tags Jet with b vertex, kaon
    and lepton tags
  • SST Same side tag Kaon PID and kinematic
    information
  • Employ two techniques to get maximum performance
  • Identify situations in which tagger works best
    and weight these events more highly Example a
    high momentum lepton is more likely a lepton from
    semileptonic B decay and correctly identifies the
    flavor.
  • Use situations in which multiple taggers give
    flavor information.
  • Taggers calibrated in data where possible
  • OST tags calibrated using B
  • SST calibrated using MC and kaon finding
    performance validated in data

Tag Performance(?D2)
OST 1.8
SST 3.7(4.8)
26
M. Herndon
Wayne State Colloquium
27
Bs Mixing Proper Time Resolution
  • Measurement critically dependent on proper time
    resolution
  • Full reconstructed events have excellent proper
    time resolution
  • Semileptonic events have worse resolution
  • Momentum necessary to convert from decay length
    to proper time

27
M. Herndon
Wayne State Colloquium
28
Bs Mixing Results
28
Wayne State Colloquium
29
Example Improvement
  • Including L00
  • Silicon sensors mounted directly on the beam
    vacuum pipe as close as possible to interaction
    region - Sensors have to be radiation damage
    resistant
  • Used CMS prototype sensors - half a dozen
    different types - donated for free
  • Detector very difficult to calibrate for physics

29
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Wayne State Colloquium
30
Bs Mixing Results
Key Features Result
Sen 95CL 25.8ps-1
Sen ?A(_at_17.5ps-1) 0.28
A/?A 3.7
Prob. Fluctuation 0.2
Peak value ?ms 17.3ps-1
PRL 97, 062003 2006
  • Add PID to selection Many kaons in decay chains
  • Take advantage of tagger correlations

30
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Wayne State Colloquium
31
Bs Mixing Results
Key Features Result
Sen 95CL 31.3ps-1
Sen ?A(_at_17.5ps-1) 0.2
A/?A 6
Prob. Fluctuation 8x10-8
Peak value ?ms 17.75ps-1
Submitted to PRL
31
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Wayne State Colloquium
32
Bs Mixing CKM Triangle
?ms 17.77 ? 0.10 (stat) ? 0.07 (syst) ps-1
32
33
Bs Oscillations Conclusion
  • 2 decade long quest to measure the Bs Oscillation
    frequency done
  • Oscillations observed directly

    with gt5? significance

-0.18
?ms 17.77 ? 0.10 (stat) ? 0.07 (syst) ps-1
33
M. Herndon
Wayne State Colloquium
34
Bs Results - New Physics
  • Many new physics models that predict observable
    effects in flavor physics
  • Consider a SUSY GFV model general rather than
    minimal flavor violation
  • Makes predictions for Non Standard model BF(Bs ?
    µµ-) and ?ms
  • Basically corrects quark mass terms with
    squark-gluino loop terms in a general way
  • Size of effects depends on tan? and mA

hep-ph/0604121
34
M. Herndon
M. Herndon
Wayne State Colloquium
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