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Particle Physics 2

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Why is there some matter left over. What is the origin of mass ? ... so it should all annihilate. Z0. Matter and antimatter created equally. e.g. ... – PowerPoint PPT presentation

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Title: Particle Physics 2


1
Particle Physics 2
  • Bruce Kennedy
  • RAL PPD

2
Open questions
  • What happened to the antimatter ?
  • Why is there some matter left over
  • What is the origin of mass ?
  • Higgs mechanism (cf Bill Murrays talk)
  • Can we find the Higgs particle ?
  • Where does gravity come in ?
  • Theory of everything

3
Symmetries
  • Central idea in physics
  • A physical theory is defined by its symmetries
  • Simple eg cos(x) cos(-x)
  • More complex example
  • QCD (theory of strong interaction)
  • Invariant under rotation of quarks in colour
    space
  • Symmetry described mathematically by Group Theory

Particles And Forces
Quantum Field Theory
Symmetry group
SU(3) x SU(2) x U(1)
SO(10) ??
Standard Model
Grand Unification
4
Where did the antimatter go ?
  • Matter and antimatter created equally
  • e.g.

?-
  • so it should all annihilate

Z0
?
?-
?
?
  • but there is some matter left over

5
Matter-antimatter symmetry
K
K-
K
  • Symmetry operation CP
  • P parity mirror reflection
  • (x,y,z) ? (-x,-y,-z)
  • C charge conjugation
  • particle ? antiparticle
  • CP is an exact symmetry in physics
  • e.g. rate for K???0 K-??-?0
  • except for neutral K B mesons

_u s
u _s
u _s
6
Symmetry breaking
  • Decays of K0 and B0 are slightly different from
    anti-K0 and anti-B0
  • ONLY known matter-antimatter difference
  • Requires 3 quark-lepton generations
  • Known as CP-violation
  • Effect is very small
  • Experimental study is difficult

7
The BaBar experiment
  • Based at SLAC, Ca
  • Studies B mesons
  • gt108 B-meson decays recorded
  • High-precision results
  • CP violation confirmed

Non-zero value ? CP violation
8
Where is the Higgs particle ?
  • Was it seen at LEP ?
  • (see Bill Murrays talk)
  • How heavy is it ?
  • At least 114 GeV
  • No more than 1000 GeV (or 1 TeV)
  • How can we find it (if it exists)
  • Collide intense high-energy particle beams (eg at
    LHC)
  • Search for Higgs signature (not so easy)

9
What about gravity ?
  • Particle physics tries to unify forces
  • Electromagneticweak, strong
  • Why not gravity ?
  • Symmetries of particle physics (SM) and
    gravitation (GR) incompatible
  • Can be fixed by adding a new symmetry
  • Supersymmetry (SUSY)

10
What is SUSY ?
  • Particles exist as
  • Fermions (eg e, ?, q) matter particles
  • Bosons (eg ?, Z, W) force carriers
  • In SUSY, fermions get boson partners (and vice
    versa)
  • electron e ? selectron
  • photon ? ? photino

SUSY
11
so where are the SUSY particles ?
  • Must be heavy
  • otherwise we would have found them
  • ? SUSY is a broken symmetry
  • How heavy ?
  • No solid prediction from theory
  • Probably not more than 1 TeV
  • Lightest SUSY particle should be stable
  • (possible connection to Dark Matter)

12
The Large Hadron Collider
  • To study Higgs supersymmetry
  • Need high energy beams
  • (particle masses up to 1000 GeV)
  • and very intense beams
  • (because interesting processes are very rare)
  • New accelerator
  • The Large Hadron Collider

proton-proton colliderBuilt in old LEP
tunnelBeam energy 7 TeV, or 7000 GeVDue to
start in 2007Accelerator and detectors now being
built.
13
LHC trivia
  • 40 million collisions/sec
  • 1000 million pp interactions/sec
  • but almost all of them are background
  • Raw data rate is 1015 bytes/sec
  • equivalent to gt1 million CD-roms/sec
  • Only 0.00025 recorded for analysis
  • experimental trigger rejects the rest

14
Inside an LHC detector
HCAL
Muon chambers
Tracker
ECAL
Magnet
15
Finding the Higgs particle at LHC
  • A few difficulties
  • We dont know the mass of the Higgs
  • Anywhere from 114 GeV to 1000 GeV
  • Detection technique depends on mass
  • LHC produces 109 p-p interactions/sec
  • but only a few thousand Higgs/year
  • LHC is a proton-proton collider
  • So not a clean environment like LEP

16
Finding SUSY particles at LHC
  • Lightest SUSY particle leaves detector
  • Detection relies on study of missing energy and
    momentum
  • Seen in detector
  • 2 jets of hadrons (mainly ? mesons)
  • 2 muons
  • 1 electron
  • Missing energy and momentum deduced from
    conservation laws.

17
What will we learn from LHC
  • Should find the Higgs particle
  • Or more than one ?
  • Should discover supersymmetry
  • (If it exists no experimental evidence so far)
  • Better understanding of CP violation
  • (Matter-antimatter differences)
  • Maybe something unexpected ?

18
What do we do next ?
  • LHC good for discovery
  • Need a more precise tool for detailed
    understanding
  • Muon collider ?
  • Exciting prospect, but very difficult
  • ee- linear collider ?
  • Europe, USA, Japan all have plans

19
Conclusion
  • Exciting times ahead for particle physics
  • Matter-antimatter
  • Why is the universe made of matter ?
  • Current experiments should give some answers
  • LHC should go beyond the Standard Model
  • Higgs particle(s), SUSY, new questions
  • New colliders planned for next generation of
    experiments

20
(No Transcript)
21
The CMS detector
22
The ATLAS detector
23
The LHCb detector
24
The ALICE detector
25
Example of a detector - CMS ECAL
26
LHC Detectors
ATLAS
LHCb
ALICE
CMS
27
Where to look for the Higgs ?
  • Best method depends on its mass
  • If it is light, we can look for decay to two
    photons

28
Underlying events
Simulated data
29
Brookhaven (USA) muon collider
  • Muon lifetime is 2?s
  • Need to
  • collect
  • accelerate
  • collide
  • beams before they decay

30
TESLA linear collider (Germany)
  • ee- collider
  • Linear avoids radiation losses
  • 33 km long
  • Energy up to 800 GeV

31
Symmetries
  • Central idea in physics
  • A physical theory is defined by its symmetries
  • Simple eg cos(x) cos(-x)
  • More complex example
  • QCD (theory of strong interaction)
  • Invariant under rotation of quarks in colour
    space
  • Symmetry described mathematically by Group Theory

Particles And Forces
Quantum Field Theory
Symmetry group
SU(3) x SU(2) x U(1)
SO(10) ??
Standard Model
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