Research Activities at the RCNP Cyclotron Facility Kichiji Hatanaka - - PowerPoint PPT Presentation

research activities at the rcnp cyclotron facility
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Research Activities at the RCNP Cyclotron Facility Kichiji Hatanaka - - PowerPoint PPT Presentation

Research Activities at the RCNP Cyclotron Facility Kichiji Hatanaka Research Center for Nuclear Physics Osaka University International Symposium on Nuclear Physics in Asia Convention Center of Beihang University (China) October 14 15, 2010


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SLIDE 1

Research Activities at the RCNP Cyclotron Facility

Kichiji Hatanaka

Research Center for Nuclear Physics Osaka University

International Symposium on Nuclear Physics in Asia Convention Center of Beihang University (China) October 14 –15, 2010

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SLIDE 2

Outline

Introduction Researches in nuclear physics

  • 3NF effects
  • E1 excitations in 208Pb
  • 0- states in nucleai

Developments of a Superthermal UCN source Summary

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SLIDE 3

Nuclear physics

  • Few-body problem
  • Reaction mechanism
  • Effective interactions
  • Nuclear structures of stable and unstable nuclei

Fundamental physics

  • Neutron EDM measurements (by Y. Masuda, tomorrow)

Applications

  • Radiochemistry
  • Medical science
  • Radiation effects on RAM, power devices, etc.

Education of undergraduate students

RCNP cyclotron facility

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SLIDE 4

n-TOF (100 m) RI beam separator UCN source Double arm spectrometer (Grand Raiden & LAS) K400 ring cyclotron K140 AVF cyclotron p ~ Xe

  • Pol. p & d

White neutron source

RCNP Cyclotron Facility

MUSIC

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SLIDE 5

Statistics in 2009 Energy of accelerated ions

RCNP Cyclotrons

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SLIDE 6

RI production

  • Radiochemistry
  • Medical science
  • Education of students

Beam line and the gas jet RI-transport system.

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SLIDE 7

3NF effects in nuclei

Experimental value of the B.E. of 3H is 8.48 MeV.

Λ(mπ) NN+3NF(TM) NN only NN pot. 4.86 5.22 5.10 5.31 8.483 8.479 8.480 8.459 8.00 7.65 7.66 7.64 CD Bonn AV18 Nijm93

NN force only

  • calc. is underboud by

0.5-1.0 MeV. 3NF fills this gap. ( but with Λ ) → put constraint on

  • verall strength of 3NF.

Theoretical predictions by Faddeev calculations Bochum-Cracow-KIT group.

Fujita-Miyazawa 3NF model

  • Prog. Theor. Phys. 17 (1957) 360
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SLIDE 8

Cross section by NN force becomes smaller at higher energies, but the 3NF effect is almost energy independent. The relative 3NF effect becomes larger at higher energy. H.Witała proposed to study Nd scatterings at intermediate energy to investigate dynamical properties of 3NF.

(PRL 81(’98) 1183.)

Especially in dσ/d Ω minimum region.

Where can we study dynamical aspects of 3NF effects?

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SLIDE 9

70MeV/A 100MeV/A 135MeV/A

  • K. Sekiguchi et al. PRC 65, 034003(2002); PRC 70, 014001(2004)

dp elastic scattering data (RIKEN)

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SLIDE 10
  • K. Sekiguchi et al.,
  • K. Hatanaka et al.,

This work.

  • K. Ermisch et al.,
  • K. Hatanaka et al.,

This work.

Energy dependence of pd elastic scattering

(by H. Kamada)

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SLIDE 11

Nuclear structure studied by (p,p’), (p,n) & (n,p) at 300 MeV

  • 1. Effective interaction favors Spin-flip

transitions over Non-Spin-flip ones ( ) ⇒ GT transitions are most clearly seen.

  • 2. Distortion effects are smallest ( ).

⇒ analysis with DWIA is reliable.

  • 3. Tensor interaction is smallest ( ).

⇒ Proportionality relation is reliable.

T

tτ t

tensor FraneyLove

Multipole decomposition analysis works best at this energy.

cross section strength

Advantages

τ στ t

t /

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SLIDE 12

E1 strength distribution measured by (p,p’) scattering at forward angles including 0-deg.

Intensity : 3 ~ 8 nA As a beam spot monitor in the vertical direction Transport : Dispersive mode

Polarized Proton Beam at 295 MeV

Focal Plane Polarimeter

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SLIDE 13

E1/M1 Decomposition by Spin Observables

⎩ ⎨ ⎧ = + +

LL NN SS

D D D

spinflip / non-spinflip separation* (model-independent) Polarization observables at 0°

  • 1 for ΔS = 1, M1 excitations

3 for ΔS = 0, E1 excitations ΔS 1 ΔS for for 1

4 ) 2 ( 3

= =

⎩ ⎨ ⎧ = + − ≡ Σ

LL SS

D D

E1 and M1 cross sections can be decomposed

  • T. Suzuki, PTP 103 (2000) 859

At 0° DSS = DNN

Total Spin Transfer:

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SLIDE 14

B(E1) Strength: Low-Energy Region

Sn Extracted assuming semiclassical Coulomb excitation

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SLIDE 15

Dipole oscillation between an isospin-saturated core and a neutron (proton) skin?

Pigmy Dipole Resonance

  • T. Aumann et al., NPA805, 198c(2008).

This work

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SLIDE 16

Missing 0- Strength Search by (p,n) reaction

  • Missing 0- strength

– Observed 0- states are limited in a few nuclei – Crucial problem in nuclear physics

  • Model independent sum-rule for 0-
  • 0- strength is expected to be small

– Sum-rule

  • S(0-): S(1-) : S(2-) = 1 : 3 : 5

2975 isotopes are

  • bserved but very

few 0- identified

Highly-sensitive experimental tool for 0- excitation is required

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SLIDE 17

Power of Polarization Observables

  • 12C(p, n)12N at 296 MeV and 0o

– Ex = 6.5, 7.4 MeV

  • IDL & IDT

Jp = 2- – Ex = 8.4 MeV

  • IDL only (Enhancement in IDL/IDT)

Jp = 0- (First observation) – Ex = 9.1 and 10.2 MeV

  • IDT only Jp = 1-

SDS IDL IDT IDL/IDT 0- I 1- I 2- 0.4 I 0.6 I 0.66...

Complete PT measurement is very powerful for SDS study

  • M. Dozono, JPSJ 77,014201(2008)

IDL/IDT

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SLIDE 18
  • Ex = 0.4, 3.8, 4.7 6.0, 7.5 MeV

– Jp are known from early studies – Consistent with predictions

  • Ex = 9.5 MeV

– consistent with known 2- case – 2- (dominant)

  • Ex = 11.0 MeV

– Enhancement in IDL/IDT – 0- (dominant)

  • Ex = 12.2, 13.4 MeV

– Reduction in IDL/IDT – 1- (dominant)

16O(p,n)16F ~ Spin-vector cross sections IDL, IDT ~

0- 1- 2- 1+ 2- 2- 1+ 2- 0- 1-

Assigned in this work

IDL/IDT

Ex(2-) < Ex(0-) < Ex(1-) Importance of tensor correlations

QFS

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SLIDE 19

Developments of Super-thermal UCN source and Preparation of nEDM measurement

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SLIDE 20

EDM EDM d dn

n(

(e e・ ・cm) cm)

μ μn

n

Charge distribution Charge distribution

+ +

  • d

dn

n

Big Bang

2.725K

New Physics New Physics SM SM

Nuclei Atoms Galaxy

10 10-

  • 43

43 s 10

s 10-

  • 38

38 s 10

s 10-

  • 12

12 s 1 s 10

s 1 s 105

5 year The present

year The present

Temperature

1032K

Big Bang Big Bang

Proton and neutron Lepton and quark

Phase Phase transition transition matter >> matter >> Anti Anti-

  • matter

matter

Neutron Neutron

10-13 cm

Existence of the Electric Dipole Moment of a particle violates P invariance as well as T and so CP invariance.

Spin Spin CP violation CP violation Measurement of Measurement of μ μn

nH

Ho

  • ±

± d dn

nE

E E H0

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SLIDE 21
  • In the Standard Model (SM) all observations of CP and T violation in the

K and B decays can be explained perfectly well. The SM prediction for the neutron EDM is at the level, less than 10-31 e•cm, which is below of the current experimental limit by five orders of magnitude.

  • However the SM cannot explain the baryon asymmetry of the Universe.

It appears at the level 10-25 in SM, while observations give the level 10-10.

  • Only theories beyond the SM suggesting new channels for CP violation

as well as violation of the baryon number (A.D. Sakharov) necessary to explain the baryon asymmetry in the Universe.

  • In such theories (unification, supersymmetry) the predicted value of the

neutron EDM is raised by up to seven orders of magnitude.

  • Hence, measurements of the neutron EDM could provide a significant

argument for these extensions to the SM.

neutron EDM

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SLIDE 22

goal

History of nEDM measurements

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SLIDE 23

UCN production in

  • ur prototype source

KEK, RCNP, Osaka

  • pen

p n phonon UCN

Proton beam 1 μA 100 s UCN counts/s

E Ec

c = 90

= 90 neV neV 19 19UCN/cm

UCN/cm3

3 at

proton power of 400W proton power of 400W closed

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SLIDE 24

Preparation for EDM measurements

UCN storage bottle UCN valve Iron and concrete shields 400 W proton beam Lead target Vertical He-II cryostat

4He

pump

3He

pump

3He

circulator

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SLIDE 25

Ramsey resonance for nEDM

polarized

UCN filling UCN detection

analyzed Ramsey resonance

  • pen

close close

  • pen

170 neV max VF + μH 210 neV ± 120 neV 90 neV 330 neV

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SLIDE 26

Ramsey resonance apparatus

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SLIDE 27

Ramsey resonance apparatus

π/2 RF coil EDM cell

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SLIDE 28

Relaxation of UCN Polarization in the Ramsey Cell T1 = 2400-700 s

+1300

P0 = 89.1(1.2) %

Silica + DLC

π/2 RF coil EDM cell

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SLIDE 29

30 s Ramsey fringe

tc= 30 s,α= 0.33 H0 = 2 μT 30 s 1s 1s 1/30 Hz

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SLIDE 30

Horizontal He-II UCN source

2009 - 2010 at RCNP ρs = production rate P × storage time τs 1) P ×10 ×1.2 2) volume ×1.5 3) τs ×2.5 4) UCN transport ×2 ρexp = 1700 UCN/cm3 at Ec = 90 neV

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SLIDE 31

Present to near future of RCNP

Research center for subatomic science (present)

  • Cyclotron facility
  • Nuclear Physics, Fundamental physics
  • Applications: Radiochemistry, Medical science, Solid state physics
  • Education of students (in Asia)

Asian Accelerator Science School?

  • LEPS2: Hadron physics (GeV photon)
  • CANDLES: Double beta decay (Lepton number violation)
  • MUSIC: Lepton Flavor mixing (DC muons)

Higher intensity for cyclotron facility (near future)

  • Neutron EDM, DC Muons
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SLIDE 32

Thank you for your attention