Kenta Itahashi RIKEN Nishina Center
for piAF collaboration
π−
Present status of pionic atom spectroscopy experiments at RIBF and future perspectives
Present status of pionic atom spectroscopy experiments at RIBF and - - PowerPoint PPT Presentation
Present status of pionic atom spectroscopy experiments at RIBF and future perspectives Kenta Itahashi RIKEN Nishina Center for piAF collaboration Strong interaction in low energy region Quark confinement evolution of matter
Kenta Itahashi RIKEN Nishina Center
for piAF collaboration
π−
Present status of pionic atom spectroscopy experiments at RIBF and future perspectives
2
Strong interaction in low energy region
Non-perturbative aspects when energy < ΛQCD Finite density → sign problem makes Lattice QCD approach difficult Quark confinement ↔ evolution of matter Spontaneous breakdown of chiral symmetry ↔ non-trivial structure of vacuum Low T, high ρ experimental inputs are important
d _ u
nucleus
π−
Pionic Atoms
Strong + Coulomb
Strong interaction:
Vs-wave = b0 ρ + b1 (ρn − ρp) + B0 ρ2
Strong Coulomb
Overlap between π and nucleus
Ericson, Ericson, Ann. Phys. 36, 323
~1966!.→Nuclear structure including skins
d _ u
nucleus
π−
Strong interaction:
Vs-wave = b0 ρ + b1 (ρn − ρp) + B0 ρ2
Tomozawa-Weinberg relation Gell-Mann-Oakes-Renner relation fπ : pion decay constant
f 2
πm2 π = 2mq ¯
qq b1 = − mπ 8πf 2
π
¯ qqρ ¯ qq0 bfree
1
b1(ρ)
Jido, Hatsuda, Kunihiro, Phys.Lett.B670:109-113,2008. Kolomeitsev, Kaiser, Weise, Phys. Rev. Lett. 90(2003)092501
Pionic Atoms
5
b1 acting as an order parameter of χ-symmetry
¯ qqρ ¯ qq0 bfree
1
b1(ρ) Order parameter of Chiral symmetry breaking
No restoration of chiral symmetryb1 = -0.05 b1 =
1 b1 = -0.15
120 115 3.7 3.8 3.9 4.0 B1s [MeV] A
Calculated B1s w. different b1 for Sn
Jido, Hatsuda, Kunihiro, Phys.Lett.B670:109-113,2008. Kolomeitsev, Kaiser, Weise, Phys. Rev. Lett. 90(2003)092501 no restoration
Strong interaction:
Vs-wave = b0 ρ + b1 (ρn − ρp) + B0 ρ2
b1 = −0.15 b1 = −0.10 b
1
= −0.05
Mass number A
6
1s
Calibration
Pionic Sn isotopes at GSI
PRL92(04)072302.
Sn115 Sn119 Sn123
b1 = −0.15 b1 = −0.10 b
1
= −0.05
Calculated B1s w. different b1 for Sn
Strong interaction:
Vs-wave = b0 ρ + b1 (ρn − ρp) + B0 ρ2
Nb1 = -0.05 b1 = -0.10 b1 = -0.15
120 115 3.7 3.8 3.9 4.0 B1s [MeV] A
Mass number A
no restoration
Kenta Itahashi, RIKEN
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Spectroscopy of pionic atoms
Direct production in (d,3He) nuclear reaction
Missing mass spectroscopy
to measure excitation spectrum in Q-value measurement
Pion bound state
(coupled with n hole)
We are aiming at 300 keV (FWHM) resolution. (prev. 400 keV)
Excitation energy
threshold q u a s i
r e e
8
Ikeno@Hadron 2013
Theoretical predictions
9
Ikeno@Hadron 2013
Theoretical predictions
RIKEN Nishina Center, Kenta Itahashi
GSI RIBF d beam Intensity 10 >10 Target 20 mg/cm 10 mg/cm Δ 0.03% 0.06% Resolution (FWHM) 400 keV 1000 keV Acceptance (mrad) 15H, 10V 40H, 60V
RIKEN-RIBF
50 m SRC IRC fRC AVF RRC RIPS RILAC BigRIPS
Target
10
Precision spectroscopy at RI Beam Factory
RIKEN Nishina Center, Kenta Itahashi
11
GSI RIBF d beam Intensity 10 >10 Target 20 mg/cm 10 mg/cm Δ 0.03% 0.06% Resolution (FWHM) 400 keV < 300 keV Acceptance (mrad) 15H, 10V 40H, 60V
RIKEN-RIBF
50 m SRC IRC fRC AVF RRC RIPS RILAC BigRIPS
Target
Precision spectroscopy at RI Beam Factory
Kenta Itahashi, RIKEN
12
Experimental setup
F5 F7 Target SRC
Scintillator
MWDC x 2 Scintillator TOF measurement
ΔE measurement
d beam >1012 /s, 250 MeV/u
p 105 /s
3He 102 /s 3He Tracking
BigRIPS
Dispersive focal plane
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[ns]
SciF5-RF
t ~ ∆
40 − 30 − 20 − 10 − 10 20 30 40
Count
2
10
3
10
4
10
5
10
proton ! in half bunch
3He
in half bunch
3He
proton
contamination!
from beam dump
122Sn(d, 3He)
PID by relative timing to RF
F5 timing and particles
Good 3He detection efficiency + small contamination ~ 10-4
RIBF54R1 (preliminary)
122Sn(d,3He)
Experimental spectra of 122,117Sn(d,3He)
threshold
RIBF54R1 (preliminary)
122Sn(d,3He)
Theoretical predictions
Experimental spectra of 122,117Sn(d,3He)
16
First observation of θ dependence of π atom cross section
2010 16 hour measurement
0-0.5° 0.5-1° 1-1.5° 1.5-2° reaction angle
momentum transfer
momentum transfer
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Ikeno, Hirenzaki
0 deg 1 deg 2 deg
Theory vs Experiment
momentum transfer
Theory
Angular dependent Xsec is explained fairly well by theory based on q dependence
Angular dependence
Target: 122Sn Target: 117Sn
・The dependences are qualitatively consistent with the theoretical predictions.
ー
1s state
ー
2p state
ー
2s state
ー
1s state
ー
2p state
ー
2s state
— 1s state — 2p state — 1s state — 2p state
Ikeno, Hirenzaki, priv. comm.
Plots normalized at forward reaction points
RIBF54R1 (preliminary)
1s 2p
Theoretical predictions
Experimental spectra of 122,117Sn(d,3He)
1s 2p
122Sn(d,3He)
RIBF54R1 measured binding energies and widths
122Sn(d,3He) 117Sn(d,3He)
Binding energies are determined with very high precision
1s 1s 2p 2p
Ikeno, Hirenzaki, priv. comm.
Experimental spectra of 122,117Sn(d,3He)
RIBF54R1 (preliminary)
preliminary
A
no restoration
Calculated B1s w. different b1 GSI
Achieved high quality data
122Sn(d,3He) 117Sn(d,3He)
1s 1s 2p 2p
RIBF54R1 (preliminary)
Suppression of systematic errors
(i) calibration by two body reaction of the p(d,3He)π0 reaction on polyethylene target (ii) deduction of B1s - B2p in addition
※ N. Ikeno et al., Prog. Theor. Phys. 126 (2011) 483., S. Itoh, Doctoral Dissertation, Univ. of Tokyo (2011)
simulation experiment
Use the peak from the p(d,3He)π0 reaction as reference.
→ Compared with the Monte Carlo simulation.
δ [%] θreaction [mrad] θreaction [mrad] δ [%]
(i) calibration by two body reaction of the p(d,3He)π0 reaction on polyethylene target (ii) deduction of B1s - B2p in addition
Excitation spectrum of 121Sn (exp. in 2014)
※ N. Ikeno et al., Prog. Theor. Phys. 126 (2011) 483., S. Itoh, Doctoral Dissertation, Univ. of Tokyo (2011)
Theoretically calculated B1s and B2p in 121Sn※
Use pionic 2p state as a reference. Shift of B2p by strong interaction is much smaller than that of B1s (~ 1/50)
Suppression of systematic errors
Inputs for b1 deduction
(i) calibration by two body reaction of the p(d,3He)π0 reaction on polyethylene target (ii) deduction of B1s - B2p in addition
After considerations on the correlations in the errors…
25
Result of recent experiment
Vs-wave = b0 ρ + b1 (ρn − ρp) + B0 ρ2
ρe= 0.6 ρ0
Kenta Itahashi, RIKEN
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π-nucleus interaction and χ-symmetry
χ-perturbation theory QCD sum rule
isovector interaction
−0.14 −0.13 −0.12 −0.11 −0.10 −0.09
1998 GSI πPb 2002 GSI πSn In-vacuum b1 In-medium b1* at ρ0 b1 2014 RIBF πSn
1.0 0.8 0.7 0.5 0.6 0.9
<qq>/<qq>0
χ-condensate
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Symmetry broken E a r l y U n i v e r s e LHC, RHIC
density
W.Weise, NPA553(93)59.
π−
Order parameter at nuclear density
←30 % reduction χ-condensate decreases by 30 % at ρ0
Pionic atoms with long chain of tin isotopes
RIBF54R1 RIBF135
We proposed to perform measurement of pionic atoms
precision level of ~ 3 keV
Future perspectives
→ Density dependence of chiral symmetry
29
Resolution Improvements
Unprecedented resolution of ~250 keV(FWHM) but strong Ex dependence Construction of in-vacuum MWDC for good & uniform resolution
in collaboration with DGTGR exp. (Uesaka, Zenihiro…) + CNS (Yako …)
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Future perspectives
Systematic high precision Pionic atoms with unstable nuclei RIBF135
Silicon Detector (Micron W1) Heavy Ion Beam 3HeRIBF54
2016
including EOS (neutron stars) Large impacts on
Perturbative effects on the nuclear structure induced by pionic atoms
Kenta Itahashi, RIKEN
31
Conclusion
→ chiral condensate at nuclear medium
systematic spectroscopy with much better precision