nmr-on study of 197 pt ni
DESCRIPTION
NMR-ON study of 197 Pt Ni. T. Ohtsubo S. Ohya, Y. Masamori, T. Izumikawa, (Niigata University) S. Muto(KEK), K. Nishimura(Toyama University). NMR-ON study. Low-temperature nuclear orientation is useful to get a polarized unstable nuclei system. - PowerPoint PPT PresentationTRANSCRIPT
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
NMR-ON study of 197PtNi
T. Ohtsubo
S. Ohya, Y. Masamori, T. Izumikawa, (Niigata University)
S. Muto(KEK),
K. Nishimura(Toyama University)
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
NMR-ON study
• Low-temperature nuclear orientation is useful to get a
polarized unstable nuclei system.
• Nuclear magnetic resonance of oriented nuclei (NMR-ON)
has been widely applied in the study of the
electromagnetic properties of unstable nuclei and
hyperfine interactions of dilute impurities in ferromagnetic
metals.
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
Hyperfine anomaly
- μ Bhf = ∫ μ (r) Bhf(r)dr = μ Bhf(0)(1+ε )
Magnetic Hyperfine interaction of a nuclear state with magnetic momentdistribution μ (r) in a magnetic hyperfine field with radial distribution Bhf(r)
single-level anomaly(ε ): deviation from the point-dipole interaction(Bohr-Weisskopf effect)
Hyperfine anomaly 1Δ 2
Bpoint charge
Point nucleus
Finite nucleus
orbital
spin
-1Bhf 1
-2Bhf 2
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
Bohr Weisskopf effect
)2()1()2(
)1(21
)1(
)2(
)2(
)1(
11
11
g
g
s.p.
4
74
4
s.p.
2
52
2s.p. 11NN
S R
Rb
R
Rb
s.p.
4
473
s.p.
2
253
NNL R
Rb
R
Rb
Anomaly factor (single particle model) Anomaly factor including core polarization and mesonic current effects (Fujita Arima)
VNN
S
VNN
S R
Rb
R
Rb
22
38.062.0
mess.p.VN
VN21
VN
4
3
14
31 ls
ss I
I
gg
gg
bs: electron coefficientsR/RN: radial integrals of nucleus(H.H.Stroke and R.J.Blin-Style, PR123(61)1326
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
NMR in ferromagnetic metal (Fe, Ni,..)
Resonance frequency (magnetic interaction)
00
0
01
BdBd
BKBh
ghf
N
HFA no or very small deference between isotopes
1
0
1
0
2
20
1021
dBd
dBd
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
Hyperfine anomaly of Yttrium isotopes
frequency [MHz]
91mYFe3
2
1
0
2
1
0
2
1
0
3
2
1
0
2
1
0
310305300295
0.2 T
0.4 T
0.6 T
0.8 T
1.0 T
308
304
300
309.85(4)
0.0 0.4 0.8 1.2
Bext (T)
dνdBext
= 9.8(2) MHz/T
91Y(1/2-), 91mY(9/2+)
g1 d ν 1/dBg2 d ν 2/dB=
9191m = 4.2(8) %
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
Platinum isotope
Nucleus I T1/2 (N)191Pt 3/2 2.9d 0.494(8)195Pt 1/2 stable +0.60952(6)197Pt 1/2 18.3h 0.51(2)
191PtNi: 0 = 84.349(4) MHzd/dB = 2.449(8) MHz/T
G. Seewald et al.: Phys. Rev. B66, 174401, (2002)
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
Decay scheme of 197Pt
3/2+1/2+
3/2+
1/2 0
269
77
0
8 %
81 %
11 %
T1/2 = 18.3 h
197
78Pt119
197
79Au118
Q- = 718.9 keV
stable
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
Sample preparation
• The samples of 197PtNi were prepared by the thermal
neutron irradiation method.
• Thin alloy foils of PtNi (0.1 at. % of the 96 % enriched
196Pt, 2.6m thickness) were irradiated in a reactor at the
Japan Atomic Energy Research Institute.
• After irradiation, the sample was annealed in vacuum for
30min. at 800°C.
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
3He/4He dilution refrigerator
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
-ra
y ra
tio(
0°/1
80°)
-ra
y co
unts
asymmetry 1.12(1)
anisotropy0.844(3)
7 mK
0.62
0.68
0.8
1.0×104
197PtNi
58CoNi
3000 6000 9000 sec
Low temperature °Cool down to 7 mK
Low temperature
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
NMR-ON 197PtNi
~~
~~
0.2 T
0.4 T
0.6 T
frequency (MHz)222 226 230 234
0.69
0.68
0.80
0.79
1.06
1.05
226
228
230
0.0 0.6 0.8Bext (T)
197PtNi
0 = 230.7(2) MHz
d/dB = 6.2(5) MHz/T
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
NMR-ON study for 191PtNi (Munich Univ.)
[111]
0 = 84.349(4) MHz
d/dB = 2.449(8) MHz/T
G. Seewald et al.: Phys. Rev. B66, 174401, (2002)
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
Hyperfine anomaly 191197 method 1
I 0(MHz) g-factor197PtNi 1/2 230.7(2) 1.02(4)191PtNi 3/2 84.349(4) 0.329(3)
)%2(131)(
)(191
197
1970
1910197191
Ptg
Ptg
single particle +0.2% Phys. Rev. 123, 1316 (1961)
core polarization -0.6% Nucl. Phys. A254, 513 (1975)
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
Hyperfine anomaly 191197 method 2
I 0(MHz)d/dB(MHz/T)
197PtNi 1/2 230.7(2) 6.2(5)191PtNi 3/2 84.349(4) 2.449(8)
)%7(71)Pt(
)Pt(191
197
1970
1910197191
NidBd
NidBd
Even though a large error, but consistent with theoretical calculations
single particle +0.2% Phys. Rev. 123, 1316 (1961)
core polarization -0.6% Nucl. Phys. A254, 513 (1975)
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
Hyperfine anomaly 195197 (same I)
I 0(MHz) g-factor197PtNi 1/2 230.7(2) 1.02(4)195PtNi 1/2 316.0(65)* +1.2190(1)
)%5(151)(
)(195
197
1970
1950197195
Ptg
Ptg
If we use the known magnetic moment of 197Pt, the hyperfine anomaly between 195Pt and 197Pt is very large, even though they have same spin-parity. The known magnetic moment of 197Pt should be wrong.
*M. Kontani and J. Itoh: J. Phys. Soc. Japan 22 345, (1967)
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
Magnetic moment of 197Pt
• The known value of 197Pt (0.51(2) N) was measured by the atomic beam method. It was reported by Y.W. Chan, et al. in Bulletin of the American Physical Society 13, No.6, 895 CE14(1968), but it was not published.
• Using the known hyperfine field of 195PtNi (34(7) T) and the present result, the magnetic moment of 197Pt can be deduced as:
(197Pt: 1/2) = 0.45(1) N.
where we ignore the hyperfine anomaly 195197 because they have same spin-parity. Using this value, the hyperfine anomaly 191197 can be deduced:
191197 = 0(2) %.
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
Summary
• We observed the NMR-ON spectra of 197PtNi. • Comparing with the result of 191PtNi, we deduce
the hyperfine anomaly 191197 = +13(2)%. This value is too large. The known magnetic moment of 197Pt should be wrong.
• Using the known Bhf(195PtNi), the magnetic moment of 197Pt is deduced as: (197Pt) = 0.45(1) N.
• Using this new value, the hyperfine anomaly is 191197 = 0(2) %.
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
Low temperature nuclear orientation()
Ge detector
population population
γ -ray angular distribution
rf frequency
γ-r
ayde
tect
ion
hν =Δ E
transition
resonance
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
Low temperature nuclear orientation()
H= -μ ・B= -gμ N I・B= -gμ N B0Iz
Em = <m|H | m>
= -gμ N B0m
B0
I = 5 case
energy
m = -5
m = +5
Magnetic Interaction
B = 0 B = 0
magnetic quantum number
μ
.
.
.
Population am ∝ e-Em/kT
low temperaturehigh field
Polarization(Orientation)
Boltzmann ditribution
Zeeman split
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
2010. 9. 13, HFI/NQI 2010 CERN GENEVA, Switzerland
External field dependence of 91YFe and 91mYFe
0.0
-0.2
-0.4
1.21.00.80.60.40.20.0
300
304
308
external magnetic field (T)
reso
nanc
efr
eque
ncy
(MH
z)
91mYFe
deviation
f0 = 309.87(5) MHzdf/dB = -9.89(11) MHz/T
74
72
70
68
663.02.52.01.51.00.50.0
4
0
-4
x10-2
external magnetic field (T)
reso
nanc
efr
eque
ncy
(MH
z)
f0 = 73.55(2) MHzdf/dB = -2.49(2) MHz/T
deviation
91YFe