Hall C Summer Workshop Y N P Ed V. Hungerford University of Houston [email protected] Aug 2007 Hall C Summer Workshop 2007  Σ Ξ.

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Transcript Hall C Summer Workshop Y N P Ed V. Hungerford University of Houston [email protected] Aug 2007 Hall C Summer Workshop 2007  Σ Ξ.

Hall C Summer Workshop
2007
Y
N
P
Ed V. Hungerford
University of Houston
[email protected]
Aug 2007
Hall C Summer Workshop 2007

Σ Ξ
What’s so NU about
Hyper-NU-clear Physics ?
POGO –
“Nuclear physics is not so new and not so clear either”
All scientific development, at least at some level, is based
on “Evolution”
As an example, in 1959 Dalitz predicted the (1405) using
a Dalitz plot.
However, Strange Nuclear Physics offers new perspectives
on the Hadronic Many-body Problem
So What’s Nu about Strange Nuclear Physics ?
Aug 2007
Hall C Summer Workshop 2007

Σ Ξ
K- Nuclear bound states

Σ Ξ
K- nuclear states and K condensation is not new, but the prediction by
Akaishi and Yamazaki, and subsequent claim of the experimental
observation of tribaryons and anti-kaon bound states, has recently
generated considerable theoretical and experimental interest.
kaonic
atom
K- kaonic nucleus
Strongly Attractive K- - N Interaction (optical potential)
(1405) 27 MeV below the K- p threshold
Strong K- - Nucleus interaction
Strong shifts and widths in Kaonic Atoms -The issue is the binding energy and widths of ħω levels-
Re(VK-opt) ≈ 150-200 MeV
RMF phenomenology
Re(VK-opt) ≈ 50-60 MeV
Chiral anti-K amplitude
K- Atom data can be fit with either
a shallow or a deep potential
Aug 2007
Hall C Summer Workshop 2007
K- Nuclear bound states

Σ Ξ
U Knucl
MeV
0
-50
S+p
K- +
1
2
U Knucl
p
MeV
3 r fm
(1405)
EK  -27 MeV
Γ  40 MeV
0
-50
S+p
K- +
1
2
pp
3 r fm
2
KH
EK  -48 MeV
UKnucl
MeV
0
K- + 3He
1
2
-50
S+p
Γ  61 MeV
+p
+p
+p
-200
-200
-200
-300
-300
-300
-400
-400
-400
-500
-500
-500
3
KH
EK  -108MeV
Γ  20 MeV
EK = -108 MeV
Γ = 20 Mev
Y. Akaishi & T. Yamazaki, Phys. Rev. C 65 (2002) 044005
Aug 2007
3 r fmr fm
I=0
K- ppet al.
A. Dote
Hall C Summer Workshop 2007
Shrinkage!
ρ = ~10ρN
K- Nuclear bound states

The FINUDA Experiment at DAΦNE
Σ Ξ
X(K-pp)→p X’
6Li
X(K-pp)→Λp
p-p
(1115)
Aug 2007
Hall C Summer Workshop 2007
K- pp
2370
K- Nuclear bound states
(Weise -Theoretical Summary)
Realistic anti-K-N Interaction
Chiral SU(3) Dynamics + Coupled Channels
Include S and P-wave
Realistic N-N Interaction
Short range repulsion is crucial
Realistic anti-K-NN Absorption
Imaginary component determines the width

Σ Ξ
p K p
n
Variational and Faddeev calculations;
Anti-K pp clusters may exist ;
but B < 70 MeV, Γ ~100
ρ saturates < 2 ρ0
Narrow experimental structure, if it exists, is not understood
Experimentally Structure is at least partially due to FSI
However, Quasi-bound states in Heavier K- Nuclei are possible
Aug 2007
Hall C Summer Workshop 2007
Baryon-Baryon Interaction
Theoretical Input
Nijmegen Potentials (Th. A. Rijken)
Meson Exchange Potentials
JPC = 0--+
p,η,η’,K
-JPC = 1
ρ,ω,Φ,K*
JPC = 0++
a0(962),f0(760),f0(993),κ1(900)
JPC = 1++
a0(1270),f0(1285),f0(1460),K1(1430)
Broken SUF(3)
Gaussian Form Factors
Soft two-pseudo-scalar meson exchange
Fits to Experimental Data (NN Dominates)
20 free parameters (cutoff, coupling, F/(F+D), etc)
Summary
Quality fits and simultaneous description of NN, YN, and YY
Realistic long range pp included
SUF(3) consistent
3S (ΣN, I=3/2) repulsive; N p wave attractive
1
B value consistent with hypernuclear data
First movement toward rigorous QCD calculations of properties and
intractions of nuclei (via EFT) . Invaluable aid for Strangeness Nuclear
Physics
Aug 2007
Hall C Summer Workshop 2007

Σ Ξ
ab Initio Structure Calculations of
Light Hypernuclei

Σ Ξ
In a systematic calculation of all S-shell single
and double hypernuclei 4 H was bound
but 3H was not bound
S shell hypernuclei are sensitive to -Σ
coupling and 3-body forces
Aug 2007
Hall C Summer Workshop 2007
Hyperon-Nucleus Interaction
in Bound Strange Nuclei

Σ Ξ
Hypernuclei provide;
Baryon-meson octet coupling constants and vertices in
a simple mean-field model;
gσ, gω, fω
Self-Energies ~ Schroedinger single particle potentials;
mean-field  dynamical correlations;
Systematics of Binding Energies
Non-locality and density dependence of the interaction
Ss() = -gs s
Vc ~ Sw+Ss~ -30 MeV
Sw() = gw w
Vls ~ Sw-Ss ~ 0
DWIA
for (e;e’K + )
Aug 2007
Hall C Summer Workshop 2007
MeV

New Structure from Symmetry and
Complementary Reactions
α
α
Σ Ξ
The Strangeness degree of freedom
allows the system symmetrize lowering
the energy.

( K-,π- )
21-
4+
3-
Super Symmetric
12+
0+
9Be Analog
(π+,K + )
SS
8Be Analog
Aug 2007
Hall C Summer Workshop 2007

Quark Flow Diagrams
Aug 2007
Hall C Summer Workshop 2007
Σ Ξ

Production Kinematics
Σ Ξ
High Momentum Transfer
Recoilless Production
Aug 2007
Hall C Summer Workshop 2007
Effects of high momentum transfer
Production of 56Fe
Fe Target

Σ Ξ
(K-,π-)in-flight
QF
High Penetration
QF
QF
Aug 2007
Hall C Summer Workshop 2007
(π+,K+)
(K-, π-)stop
Hypernuclear γ’s

(Tamura, Millener)
Σ Ξ
V( r ) = V0 + VsSn* SY + VtS12 + Vls(L x S+) + Vals(L x S-)
S12 is the usual spin-tensor operator
S+- = ½(Sn +-SY) are the symmetric and anti-symmetric
spin operators
Aug 2007
Interesting to see that summation and cancellation between
terms works to give a reasonable results. There are still
Details to resolve , e.g. the 10B gs splitting, and a possible
change in Δ for nuclei
in the later p shell
Hall C Summer Workshop 2007
12
C

p-shell states
Σ Ξ
(Emulsion Data)
K-stop + 12C → p- + p + 11B
3 states 2+, 2+, 0+ with resolution ~160 keV
p7p(P Shell)
6 hyperfine states
0+
p emission
2+
2+
11 MeV
S Shell
Core Excitations
12
Aug 2007
Hall C Summer Workshop 2007
C

Hypernuclear Structure
FINUDA
12C(K-
- 12
stop,π ) C
Targets 12C, 7Li, 51V
Aug 2007
Hall C Summer Workshop 2007
Σ Ξ
#
-B (MeV)
1
-10.94±0.06
2
-8.4±0.2
3
-5.9±0.1
4
-3.8±0.1
5
-1.6±0.2
6
0.27±0.06
7
2.1±0.2

Electromagnetic Production - Jlab
Σ Ξ
Jlab Hall A
Preliminary
12
C (e,e’K+) 12 B
Jlab Hall C
Binding and Separation
Energies are important;
consistent p-shell
binding
16O
Aug 2007
Hall C Summer Workshop 2007
binding

Beam Energy Stability
Σ Ξ
Value of absolute energy
is not important
---------1. Must remain stable –
Feedback lock
2. Absolute Value/angle –
Must be Calibrated
Locus Shifts as Energy
and Angles vary
Aug 2007
Hall C Summer Workshop 2007

12 B

P Shell Structure
Aug 2007
Hall C Summer Workshop 2007
Σ Ξ
Nuclear Matter
S = 28 MeV
Hyperon-Nucleus Interaction
Theoretical Input
Σ Ξ
Density Dependent NN and N Dirac-Brueckner Vertices
Density dependence is crucial
Aug 2007

Hall C Summer Workshop 2007
Hypernuclear Level Decay

Σ Ξ
Aug 2007
Hall C Summer Workshop 2007
Weak Decay

The Baryon-Baryon Weak interaction
Σ Ξ
Γm
Γπ_ (→ p + π-)
Γπ0 ( → n + π0 )
Mesonic
q~100MeV/c
Γnm
Γp ( +“p”→ n + p)
Γn ( +“n”→ n + n)
Γ2N (ΛNN →NNN)
Non-Mesonic(NMWD)
1/tHY =Γtot
q~400MeV/c
After much theoretical and experimental work
Γn/Γp seems to be resolved
Main problem was FSI but also heavy meson
exchange is required, e.g. σ
However the asymmetry is experimentally very small but
theory predicts a reasonable negative value
A consistent understanding is still lacking
Aug 2007
Hall C Summer Workshop 2007
Single proton/neutron spectra from
5 He and 12 C
Λ
Λ
Calculation by
Garbarino et al.
aNM=0.08±0.08+0.08 -0.00
Note that the mesonic decay seems understood.
I thought I understood the difference as due to long
range vs short behavior.
If not why the ΔI = ½ rule?
Are other processes important even for Γn/Γp ?
(example)
Hall C Summer Workshop 2007
Σ Ξ
W()pp = 1 + P α cos()
Theory: - 0.6~- 0.7
Aug 2007

10
Spectroscopy of  and Ξ hypernuclei at J-PARC
RG calculations of  and Ξ
hypernuclei
(e.g. 6 Ξ He; 7ΞHe; 7ΞLi, 8ΞLi, 9ΞLi; 9ΞBe;
10
N = n;p;d;t;3He;α
28MeV
Show
interesting B Ξ Structure
due to spin, isospin potential
Widths should be small ~6Mev
YY
= ; Ξ p
α
N
X
Aug 2007
Σ Ξ
α +x+N+ Ξ
ΞBe)
YY

Threshold Ξ + p
28 MeV
Hall C Summer Workshop 2007


Hybrid Emulsion Techniques
Σ Ξ
E964 Layout
Tagged (K-,K+) Production
Emulsion Tracking for 
Spectroscopy
Similar Layout used for
Charm studies at FNAL
Consider A(D+,p+)LcA ?
Aug 2007
Hall C Summer Workshop 2007
Double Lambda Hypernuclei
(Exp and Th B )
B
A
B(A-1)
B 
B 
M 

Σ Ξ
Ref
4
H
0.13
-0.12
-0.14
4107 <Exp>[1]
5
H
2.04
3.26
-0.82
5038
Th[2]
5
He
2.39
3.80
-0.98
5037
Th[3]
6
He
3.12
7.25
1.0
5953
Exp[4]
6
He
3.12
10.9
4.7
5953
Exp[5]
7
He
4.18
9.36
<1.0> 6891
Exp[6]
-1.72
Exp[7]
10
Be
9.71
17.7
10 Be or ---
---
13
B
---
Exp[8]
]
M(YYA) = M(A-2) + 2 M() - B;
[1] PRL 87(01)132504
[2] PRL 89(02)172502
[3]NP A754(05)91c
Aug 2007
---
9665
B = B  - 2 B(A-1)
[4]PRL 87(01)212502 [7]PRL 11(63)29
[5]PRL 17(66)782
[8]Pro.Th.Phy 85(91)87; PRC 44(91)1905
[6]NP A754(05)103c
NP A754(05)103c
Hall C Summer Workshop 2007

Re-analysis of the 4H Events
Σ Ξ
K- + 9Be
K+ + Y + X
p + p + Y
p + p + X’
Simulation of
7 He Decay

Aug 2007
Hall C Summer Workshop 2007
Strange Structures at High Density
multi-hyperon states

Σ Ξ
Neutron Stars
Strange Quark Objects –
Quark Hadronization
1. Coalescence in Heavy Ion Collisions
2. Strangelets
Strange matter having approximately
equal numbers of s,u,and d quarks
interacting via QCD e.g. the H
3. Hadronic Matter
Composite of hadrons interacting by
QHD e.g. Neutron Stars
4. Quark matter
High temperature and/or high density
Aug 2007
Hall C Summer Workshop 2007

Systems With Multiple Strangeness can
Be Stable
Σ Ξ
Binding Energy for systems with
at 208 Pb core with N
I and II correspond to different
parameter sets
Stability against  = Ξ p
Aug 2007
Hall C Summer Workshop 2007
Stability as a function of
Density and Strangeness
DDRH Hypermatter Equation of State (Binding Energy per
Baryon)
Minimum at 10% -content: B0=18MeV at ρ0=0.21fm-3
Aug 2007
Hall C Summer Workshop 2007

Σ Ξ

Inside a Supernova
Σ Ξ
Extreme temp: photodissociates nuclei
back to protons, neutrons and alphas.
>8 M evolves ~107 yr
3000 km
Core
bounces
3x107 km
Huge thermal
emission of
neutrinos
~5-10 seconds
Neutronisation: p+e-  n+ne
n
n
n
10 km
n
n*
n
n
.
M
n
100 km
Dense
core
n
n
.
M
n
e++e-  g+g ; g+g  nx + nx (all flavours equally) r ~ few x r
nuclear
Aug 2007
Hall C Summer Workshop 2007
Stability at higher densities

Σ Ξ
Σ- does not appear because
Potential is repulsive
Aug 2007
Hall C Summer Workshop 2007
Stability at higher densities

Σ Ξ
Max. Neutron Star Mass as
A Function of Radius
Addition of Hyperons makes
the EOS too Soft
Aug 2007
Hall C Summer Workshop 2007
New Facilities
Aug 2007
Hall C Summer Workshop 2007

Σ Ξ
MAMI C
Plans

New Facilities
Σ Ξ
PANDA
A1 Collaboration
Gen, Gep, Gmp
VCS
3He Structure and Correlation
K
Electroproduction&
Hypernuclei
A2 Collaboration
Crystal Ball & TAPS
Frozen Spin Target
Recoil Polarization
A4 Collaboration
Parity violating ep scattering
Production of Multi-strange systems
p p
Ξ-+Ξ+
pn
Ξ - + Ξ0
 Hypernuclei
Ω Atoms
γ Transitions
1.5 GeV
KAOS
Spectrometer
Aug 2007
Hall C Summer Workshop 2007
New Facilities

(Arends, Nakamura, Feliciello, Achenbach, Nagae)
Σ Ξ
J-Lab
Upgrade HES
Improvement of rate
and resolution
Medium-A systems
Other experiments are under
discussion
Aug 2007
Hall C Summer Workshop 2007

New Facilities
Σ Ξ
J-PARC
J-PARC Construction: 2001 ~
~70% completed
Beam commissioning: LINAC( Dec., 06), RCS( Sep.,
07), MR( May, 08)
Beam from MR: ~ end of 2008
Day-1 Experiments in preparation
Ξ hypernuclei
Hypernuclear gamma-ray spectroscopy
Deeply-bound Kaonic nuclei, etc.
Aug 2007
Hall C Summer Workshop 2007
Strangeness from Beginning
to … end?

Σ Ξ
Strange Nuclear Physics is more than
nuclear physics revisited. It can
illuminate features that are obscured
in conventional nuclear systems. It
offers a selective probe of the
hadronic
problem.
It is of little
interestmany-body
to reproduce
nuclear physics with strange baryons.
Experiments should illuminate a
process where the addition of a hyperon
adds a unique feature, e.g. three body
forces, “polarization” of the medium,
SU(3)f symmetry, multi-strangeness, etc,
Aug 2007
Hall C Summer Workshop 2007
K- Atom Data
from X-rays
The Kaon is ~1000 x
the mass of an electron
So it orbits close to or
within the nuclear radius
Atomic states are modified
by shifts and widths
due to KN Interactions
Sensitive to the tails of
the Nuclear density
Aug 2007
Hall C Summer Workshop 2007

Σ Ξ

Atomic States
Repulsive-type
KpX (KEK)
M. Iwasaki et al, 1997
KpX
600
DEAR
200
-500
Aug 2007
Bird et al, 1983
400
Davies et al, 1979
width G1s [eV]
800
attractive
isospin dependent
antikaon-nucleon scattering
lengths
Izycki et al, 1980
1000
Σ Ξ
aK-p = (a0 + a1)/2
aK-n = a1
Shift:
e1s = - 193 ± 37 (stat.) ± 6 ev
Width:
G1s = 249 ± 111 (stat.) ±30ev
However K- D data are inconsistent
with DEAR results
0
shift e1s [eV]
Hall C Summer Workshop 2007
12 C

S x
Aug 2007
11C
States
Hall C Summer Workshop 2007

Σ Ξ
Magnetic Moments

Σ Ξ
1 In RMF expect hypernuclear moments to
be near the Schmidt limits
2 Σ mixing in JN = 0 core corrections
small, but for JN = 1 moments can be
suppressed by ~10-20%
Aug 2007
Hall C Summer Workshop 2007
Stability at higher densities
Rotating Neutron Star
With Quark or mixed Phase
Core
Aug 2007
Hall C Summer Workshop 2007

Σ Ξ