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Teilchenphysik

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Title: Teilchenphysik


1
Teilchenphysik ohne Beschleuniger und
Kosmologie

31.5.07 Sommersemester 2007
2
2. CP-Verletzung
3
3. Symmetries and the World according to Escher
H.W. Wilschut
identical to start
start
anti-particle particle e e-
4
BABAR 2001
5
3. Prinzip CP-Verletzung
spin
P
-
(P - known)
elementary particle

EDM

T
(CP big deal)
-
CP ? T
S. Paul, TUM
6
ILL the EDM experiment
7
Final Sussex-RAL-ILL result
use of 199Hg co-magnetometer d(199Hg) lt 8.7
10-28 ecm
(C.A. Baker et al. PRL 97(2006) 131801)
dn lt 2.9 x 10-26 ecm (90 CL)
8
EDM PSI
F overall 100
9
The PNPI experiment
EDM
  • Polarize neutrons B0 while filling the bottle
  • Apply B(wt) ? B0 to get neutron spin ? to B0
  • Wait for a time T (100 s) spin precesses about
    B0
  • Apply B(wt) to get neutron spin to B0 if w ?
    wL ? ? (w - wL )?T
  • Analyze polarization P P0 cos(?)

10
Improvements
Mainly performed by the group at PNPI (V.
Lobashev et al.) official collaboration
agreement with TUM
  • higher degree of polarization triple
    polarizers a 0.75
  • higher electric field E - new material (CERAN)
    E 10 kV/cm
  • more neutrons N - FRM II UCN source, more
    efficient neutron guides
  • longer storage time T - better coating, better
    stability of B0 T ? 150 s
  • Systematic errors stable B0 (3fT!) - 3He
    magnetometer with SQIDs (W. Heil, Mainz),
    better shielding, polarization and analysis with
    the same arrangement

11
Überblick zur die Sensitivität von
Neutronexperimenten
  • EDM Energy ?E 0.000 000 000 000 000 000 000
    1eV 10-22 eV
  • n-Ladung Impuls ? p/p 10-11 (Winkelauflösung
    von 1Å auf 10m)
  • Feinstrukturkonstante ? ?/? 10-8 (Messung von
    ?nvn)
  • Quark-Mischung ? Vud 7 x 10-4
  • Lebensdauer ? ?/? 10-3
  • Gravitation und QM ? g/g 10-2

12
EDM Strong CP problem
  • Axion als pseudoskalares Teilchen

13
Axion limits 2007
Baeßler et al. Westphal, Baeßler, H.A.
PVLAS
arXivhep-ph/0703108
UCN
other limits
14
2. Prinzip Mischung der Quarks
  • ?-Zerfall GF2
  • n-Zerfall 0.95. GF2 cos2?C. GF2
  • K-Zerfall 0.05. GF2 sin2?C. GF2

Quarkmischung ist Rotation im Flavour-Raum
(Null-Summe) CKM-Matrix ist unitär!
15

Unitarity Check The Quark Mixing CKM Matrix
Parametrization 3 angles, and a phase
A, ?, ? are real
16
Unitarity Check II

PDG ? 59 ? 13, ? 24 ? 4
17
Unitarity Check II
Vud 1 - ??2/2
  • dsf

From A. Buras, Munich
18
Unitarity check
0.00001
Vub
5
Vus
  • Mixing of quarks
  • rotation in flavor-space
  • Test in first row
  • Vud2 Vus2 Vub2
  • cos2? sin2? 0 lt 1 ?
  • ? Cabibbo

Vud
95
19
Situation 1995 - 2004
20
The PDG feels it has the right to redefine
anything it wants
  • 1994
  • The centimeters on the ruler on p. 227 of the
    booklet
  • are 0.97 cm long, because
  • The booklet were returned from the printer at
    0.25 times
  • the speed of light
  • A theorist is in charge of the PDG
  • The PDG feels it has the right to redefine
    anything it wants
  • There is a general decline of standards
  • There was an international conspiracy
  • It was a congressionally mandated cost-saving
    measure
  • PDG gives you more cm/inch than anyone else

Is there a general decline of standards?
21
Vus
  • Kaon semileptonic decays
  • K?p0lnl
  • K0L?p-lnl s?ulnl
  • D (2.120.08), d -2.0 for K and 0.5 for
    K0



  • I 0.1605 0.0009, I0 0.1561 0.0008
  • G (2.56 0.033)10-15 MeV, G0(4.937
    0.053)10-15 MeV
  • f(0) 0.961 0.008, f(0) 0.963 0.004
  • ?

Vus 0.2196 0.0017exp 0.0018th
0.2196 0.0026 (PDG 2002)
22
Some news in 2005 Vus
b
23
CKM unitarity summary
  • Phase of consolidation
  • Achievements
  • New K results
  • New A result
  • Halving of the theoretical error in radiative
    corrections
  • Continue to measure lifetime and correlation
    coefficients until limited by theory
  • Lifetime
  • Formfactors

24
Neutronlebensdauer
  • Methode UCN in Flaschen
  • Präzision ??/? 10-3

99.99 elastische Reflexion 0.01
inelastische Reflexion in meV-Bereich
0.001 Absorption
885.7 0.7 sec ? 878.5 0.8 sec
TUM
TUM magnetische Speicherung keine Verluste
25
2 values 878.5 0.8 sec Serebrov et al. 885.7
0.7 sec PDG 2005
? 2 x 10-6
26
Neutrons and Big Bang Nucleo Synthesis
  • Problem 1s after Big Bang
  • What does a gas of n and p, when the universe
    expands and the temperature drops?
  • Inputs
  • neutron lifetime ?
  • Cross sections
  • neutrino cross-sections ? ? 1/?
  • nuclear physics 0.1 1 MeV (measured!)
  • Outputs H, D, He, Li
  • number of particle families N
  • density ? of (ordinary) matter in universe

27
In more detail
(1 3gA2)
  • Weak reaction rate
  • n e ? p ?e n ?e ? p e
  • Hubble expansion rate
  • Equating gives freeze out temp.
  • Free neutron beta-decay

Neutron lifetime PDG 2006
Serebrov et al. 2005
Yp 0.2463(6)
Yp 0.2479(6)
astro-ph/0408523 v2
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