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Study of the Time-Reversal Violation with neutrons

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Presentation on theme: "Study of the Time-Reversal Violation with neutrons"— Presentation transcript:

1 Study of the Time-Reversal Violation with neutrons
Angular correlations N and R Elctric dipole moment of neutron Adam Kozela Institute of Nuclear Physics, PAN, Cracow, Poland

2 T- and CP-violation Observations Theories
II Low of Thermodynamics - „arrow of time” Byron Asymmetry of the Universe. Kaon decays: KL -> ππ (1964). First observation of CP violation, (1988, NA31) difference in decay of KL, KS to π0 π0 i π+ π- . Direct violation of T in kaon decays: (1998, CPLEAR, CERN), (2000, KTeV, Fermilab), KL-> π+ π- e+ e- . Many observations of CP violation in the decays of B mesons (BaBar, SLAC), (Belle, KEK). Recently: CP violation in the decay of D0 (LHCb). Direct observation of T-violation in entangled BB meson system. CP violation in CKM matrix, 3rd generation of quarks and imaginary phase δKM, θ therm in effective Lagrangian of strong interaction allows for CP violation without flavour change. Imaginary parts of coupling constants in weak interaction. Final state interaction.

3 Why neutron? It is neutral… (application of high electric fields possible). Long lifetime (886 sec, good and bad…). Decays by weak interaction (known from TRV). No effects from nuclear or atomic structure (for free neutrons exact value of MF, MGT). Small decay asymmetry A and small charges involved in decay => (small and precisely known final state interaction correction). Made of u and d quark (very small effect from KM-matrix).

4 Angular correlation in neutron decay
p p Pp Jn (~885.7s) σT1 n -> p e νe keV - T p = - p σT2 T s = - s T J = - J A- decay asymmetry ( ) R, N – Correlation coefficients

5 Korelacje kierunkowe w rozpadzie neutronu
Pp Jn σT1 σT2 PDG: = (7) = (25) = (30) = (6) = (4)

6 Correlation coefficients N, R and
exotic interactions Contribution from complex phase δKM and θ-term negligible (~10-12). Allowing for nonzero exotic couplings in weak interaction (Jackson, 57): NFSI~0.068 6∙10-4 RFSI~0.0006 6∙10-6 Beyond Standard Model: S, T – relative strength of scalar and tensor couplings Standard Model Final state interaction N measurement: detector test (Re(S), Re(T) known well from other experiments). If measured R≠0 new mechanism of T-(CP) violation, limit on Im(CS) i Im(CT).

7 Experimental setup (Mott Polarimeter), top view
V-track

8 Correlation coefficients N and R our result
NFSI~0.0686∙10-4 RFSI~0.00066∙10-6 Former limmitations NSM·100 RSM·100 N ·100 R·100 68 0.6 62115 4125

9 Correlation coefficients N and R our result
NFSI~0.0686∙10-4 RFSI~0.00066∙10-6 Former limmitations And our result [Phys. Rev. C 85, ] N = (62115)·10-3 R = (4125)·10-3

10 Correlation coefficients N and R, our result
First measurement of correlation coefficients R i N in neutron decay is consistent with Standard Model expectations and with Time Reversal Symmetry. N = (62115)·10-3 R = (4125)·10-3

11 Electric Dipole Moment
Simple case: Particle with spin: +Q -Q e + _ + _ + _ Electric dipole moment of particle with spin Violates both Parity and time Reversal Symmetry

12 nEDM – predictions θ-term from QCD Lagrangian: even ~10-18 e·cm.
nEDN [e·cm] θ-term from QCD Lagrangian: even ~10-18 e·cm. ~10-9 „Strong CP-problem” Current limit: 2.9·10–26 e·cm. final goal: 5· e·cm Contribution from complex phase δKM negligible below ~10-32 e·cm.

13 nEDM current precision
dn=(+0.2 ± 1.5 ± 0.7)·10-26 e·cm. n d ≈ 2 µm

14 nEDM @ Paul Scherrer Institute
[successor of RAL,Sussex,ILL] Ramsey resonance method of separate oscillating fields applied for Ultra Cold Neutrons. UCN; v<10m/s

15 Ramsey resonance method of oscillating fields - principle
Sample of polarized neutrons In constant, uniform fields B (1 μT) and E (12 kV/cm). RF „π/2” pulse (30 Hz). Free precession of neutron spin T ~ 150200 s. E↑↑B: ωL+ = 2/ћ(μnB + dnE) E↑↓B: ωL- = 2/ћ(μnB - dnE) dn = ћ/4 ·Δω/E Second „π/2” pulse. Analysis of neutron polarization. 1. 2. E 3. or 4. 5.

16 Ramsey resonance method of oscillating fields - principle
Statistical uncertainty: C2 where: visibility E: electric field intensity, T: free precession time N: number of neutrons counted after T. x – working points

17 nEDM @ PSI improvements
UCN source, 1000 UCN/cm3 Magnetometry and magnetic field control Solid D2,30l,~5K New shielding Surrounding Field Compensation New co-magnetometers…

18

19 Współczynniki korelacji N i R a amplitudy wymiany leptokwarków
spin 1 2/3 F f Q 1/3 H h Wcześniejsze ograniczenia i nasz rezultat LQ-wektorowe N = 62115 R = 4125

20 Minimalny Supersymetryczny Model Standardowy z łamaniem parzystości R


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