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1.
We report temperature dependence of nuclear orientation (NO), and the first observation of NMR/ON on Cs in iron.132, 136Cs were implanted at room temperature into polycrystalline and single crystal iron. NO values for the (average) magnetic hyperfine field Bhf (CsFe) are close to 34T, intermediate between the value of 40.7T found in on-line samples made at mK temperatures and the NMR/ON value of 27.8 (2)T. The latter studies. The site/field distribution is briefly discussed. ISOLDE Collaboration, CERN  相似文献   

2.
The magnetic hyperfine splitting frequencies of71AsNi and72AsNi in a 0.11 Tesla external magnetic field have been determined by NMR/ON method as 66.00(6) MHz and 106.17(13) MHz respectively. Using the known magnetic moments of μ(71As)=1.6735(18) and μ(72As)=−2.1566(3), the hyperfine fields were deduced asB hf(71AsNi)=12.824(19) Tesla andB hf(72AsNi)=12.807(16) Tesla.  相似文献   

3.
Nuclear orientation and NMR/ON of114mIn implanted into Fe at an energy of 80 keV and dose of 3–5×1014 cm–2 is reported. The zero applied field resonance frequencyv 0=203.65(6) MHz is combined with the recently determinedB hf(InFe) of 286.8(3) kG to yield (114mIn)=+4.658(14) nm. The nuclear spin-lattice relaxation time for114mIn in iron is measured to be 88(18) s at 18 mK and the applied field dependence of the NMR/ON resonance frequency gives the Knight shift for the system as –2.4(6)%. The absence of measurable nuclear orientation in similarly prepared114mInCo sources is discussed.  相似文献   

4.
The magnetic hyperfine splitting frequencies of90NbNi and93mMoNi in an external magnetic field of 0.2 T have been determined by the NMR-ON method to be 18.52(7) and23.73(10) MHz, respectively. With the assumption of Knight shift factorK=0 and with the knowng-factors, the hyperfine fields of90NbNi and93mMoNi were deduced asB HF(90NbNi)=-4.118(16) T andB HF(93mMoNi)=-3.491(33) T. The rather long spin-lattice relaxation time of 32(5) min was observed for90NbNi at an external magnetic field of 0.2T and8 mK.  相似文献   

5.
Nuclear magnetic resonance of oriented177Lu in iron has been found with a sample prepared by on-line implantation of177Lu in iron at T<0.2 K. The broad resonance, FWHM=20.5 (1.3) MHz, has a centre frequency of L=355.06 (51) MHz at zero external field. With the g-factor of177Lu g=0.637 (3) from literature the magnetic hyperfine field of Lu in Fe is derived as Bhf=–73.12(36) T. Static nuclear orientation data are not compatible with a two site model where the nuclei which are oriented experience the hyperfine interaction found in NMR/ON. A fraction with a lower hyperfine field is necessary to explain the data.  相似文献   

6.
First experiments in the systematic study of the structure of ground states and isomeric states of Br isotopes as function of neutron number at ISOLDE, CERN are reported. The isotopes74g.74m,77,78,84g,84mBr have been implanted into iron and studied with the techniques of low temperature nuclear orientation and nuclear magnetic resonance of oriented nuclei (NMR/ON). The experiments were performed with the NICOLE on-line nuclear orientation set-up using the isotope separator ISOLDE-3. NMR/ON experiments were successful for74mBr with continuous on-line implantation and for77Br. Using as value of the hyperfine field Bhf(BrFe)=+81.3S (3) T we obtain |g (74mBr)|=0.455 (3) and |g (77Br)|=0.6492 (3). Static nuclear orientation data have been measured for all above mentioned isotopes. From these data we derive |μ(78Br, I=1)|=0.13 (3) and |μ(84gBr, I=2)|=1.9 (7). The results are discussed within the systematics of the bromine isotopes.  相似文献   

7.
Dilute alloys of 35-day95Nb in polycrystalline iron have been studied by nuclear magnetic resonance on oriented nuclei (NMR/ON) using frequency modulation and fast passage techniques. Comparison of resonance frequencies with nuclear orientation results confirms the spin 9/2 for the95Nb ground state. The zero-field resonance frequency is 275.29(9) MHz, leading to ag-factor of 1.3653(25) if the hyperfine field from spin-echo measurements on93NbFe is used. Relaxation times, line shapes, and the frequencyversus field behavior are discussed. A summary of data for CoFe alloys, used here for calibration purposes, is also given.A preliminary report of this work was given at the International Conference on Low Temperature Physics (LT 14), Helsinki, 1975. The work was supported in part by the Deutsche Forschungsgemeinschaft (SFB 161).  相似文献   

8.
A dilute101mRhCr alloy has been investigated by means of low temperature nuclear orientation in the temperature range of 6–60 mK. The magnetic hyperfine field has been found proportional to the macroscopic chromium magnetization and follows even at these low temperatures an Overhauser distribution. The maximum hyperfine field value is Bo (T=6 mK)=7.0(5) T. A Knight shift of –16% affects the external magnetic field at the nuclear site.  相似文献   

9.
The hyperfine interaction of the system183Re(70d)Fe has been investigated with the NMR/ON technique. With the hyperfine field valueB hf(ReFe)=–76.0(1.5) T the ground state magnetic moment was determined as: (5/2+,183Re)=+3.12(6) N. The field dependent nuclear spin-lattice relaxation time has been measured. The result for the high-field relaxation rateR exp=1.65(5)·10–15 T 2s K–1 is explained in terms of indirect spin-wave interaction.  相似文献   

10.
The hyperfine field of CsFe has been measured to be (+)40.8(0.7)T, using the technique of on-line low temperature nuclear orientation. The time dependent relaxation of121Csm Fe has also been investigated using a new technique, giving a Korringa constant Ck of 0.059 (15) sK. From this, an effective relaxation time of 3.0 (0.8)s can be deduced for the short lived118Csm(T1/2=17s). This value has then been used to extract the magnetic moment of118Csm to be |μ|=5.4 (1.1) nm.  相似文献   

11.
The zero-field hyperfine splitting frequencies of a series of Au isotopes in Fe and Ni have been determined with nuclear magnetic resonance on oriented nuclei. The results are:. For198Au(2) in Fe the quadrupole splitting could be resolved. The results are ¦gNBHF/h|=259.48 (3) MHz and e2qp/h=–2.08(4) MHz. Our measurements show that most hyperfine splittings published on these isotopes have been incorrect. The quadrupole splitting of198AuFe disagrees in magnitudeand sign from the value reported by single-passage NMR on oriented nuclei. The following nuclear quantities are deduced: (197mAu,11/2)=5.98(9) N; (198mAu, 12)=5.85(9) N; (200mAu, 12)=5.90(9) N; Q(198Au,2)/Q(199Au, 3/2+)=1.37(3). Our measurements show further that the non-contact hyperfine field for Au in Ni is smaller than assumed previously, and that the magnetic hyperfine splitting frequency of197AuFe known from NMR is inconsistent with the magnetic hyperfine splitting frequencies of198, 199AuFe.  相似文献   

12.
NMR/ON has been observed for206BiNi with samples prepared by implantation at T<0.2 K and at room temperature. The integrated destruction of anisotropy for the sample implanted at 290 K is only about half of that for the on-line implanted sample but the resonance line is less broad and has a narrow component with centre frequency L= 223.62(10) MHz for zero external field. With the known g-factor of206Bi we derive from this frequency the hyperfine field of BiNi as Bhf=38.3(4) T.  相似文献   

13.
69m,71mZn have been implanted with an isotope separator on-line into a cold iron host matrix. Nuclear magnetic resonance of the low-temperature oriented isotopes has been observed. The resonance frequencies for zero external magnetic field are vL(69mZnFe@#@) =36.814(35) MHz andv L (71mZnFe)=33.47(19) MHz. From these the magnetic moments of the 9/2+ iosmeric states have been derived as μ(69mZn)=(?)1.138(18) n.m. andμ(71mZn)=(?)1.035(18) n.m. The experimentally known magnetic moments of (vg 9/2)-levels in odd zinc isotopes are compared to theoretical estimates.  相似文献   

14.
The magnetic hyperfine field at dilute99Ru impurities in ferromagnetic Gd has been investigated as a function of temperature by time differential perturbed angular correlation (TDPAC) measurements. The saturation field at 11 K is Hhf(Ru Gd)=51(2) KOe. This value fits well into the systematics of 4d impurity hyperfine fields in Gd. The magnetic hyperfine field of RuGd does not follow the magnetization of the host (Tc=290 K) but vanishes abruptly at about 70 K. A similar behaviour has previously been observed for the 5d impurity Os in Gd. From first TDPAC measurements of the hyperfine interactions in the intermetallic phases of the Ru-Sc system it can not be completely ruled out that the observed collapse of the hyperfine field at 70 K is due to the formation of the intermetallic compound RuGd3.This work has been supported by the Minister für Wissenschaft und Forschung des Landes Nordrhein-Westfalen  相似文献   

15.
The magnetic hyperfine field at dilute Hg impurities in Gd has been investigated by the conversion electron (e )--time differential perturbed angular correlation (TDPAC) technique. The radioactivities197m Hg and199Tl were implanted into Gd foils by means of an isotope separator. TDPAC measurements were performed with the 165 keV-L-conversion electron—134 keV--cascade of197Hg at different temperatures and with the 334 keV--158 keV-K-conversion electron cascade of199Hg at 200 K.The regular site occupation probabilities were found to be 15(3)% for an annealed197m HgGd sample and 29(5)% in unannealed199TlGd samples.From the magnetic hyperfine interaction frequencies measured for the regular sites at 200 K the magnetic hyperfine fields |H hf(197HgGd; 200 K)|=256(13) kG and |H hf(199HgGd; 200 K)|=267(7) kG were deduced.On leave from the University of Lisboa, Portugal  相似文献   

16.
Results of Sano, Shimizu and Itoh on NMR frequencies of175Lu in ferromagnetic Lu0.02Tb0.98 and Lu0.02Dy0.98 alloys are fitted by use of a model with five adjustable parameters. Two of these are related to the magnitude and asymmetry of the electric-field-gradient (EFG) tensor at a Lu nucleus, and three others specify the magnitude of the magnetic hyperfine field and its orientation with respect to the principal axes of the EFG tensor. For LuDy it is found that (i) the hyperfine field is tilted with respect to these axes, and (ii) the asymmetry of the EFG tensor differs in magnitude from published calculated values based on a point-change model. For LuTb at least one of these two statements is shown to be true. Tilting of the hyperfine field is consistent with inferences from neutron scattering data that the 4f moment is tipped away from the b axis in Tb metal.  相似文献   

17.
Nuclear magnetic resonance on oriented76,77,82BrFe has been measured using recoil-implanted samples. The magnetic hyperfine splitting frequency of82BrFe in a zero external magnetic field has been determined to be 201.90(3) MHz. The resonances of76BrFe and77BrFe were also observed in an external magnetic field of 0.2 T asv(76BrFe)=340.9(3) MHz andv(77BrFe)=403.5(2) MHz. With the known values of theg-factors, the hyperfine fields have been deduced:B HF(82BrFe)=81.397(27) T,B HF(76BrFe)=81.38(7) T. Theg-factor of77Br was determined to be |0.6487(4)|.  相似文献   

18.
The magnetic hyperfine field for zinc in iron has been measured by the DPAD method following the reaction 64Ni(α, n)67Znm. Measurements performed with a sandwich target and with 64Ni(Fe) alloy targets containing 3% and 6% nickel yielded similar results: Hhf(0) = -191 ± 3 kG.  相似文献   

19.
NMR-ON measurements were performed on131mXe (I=11/2; T1/2=12.0 d) in Fe, the sample being prepared by recoil implantation after the130Te(,3n)131mXe compound reaction at E=40 Mev. The hyperfine splitting NBHF/h¦, extrapolated to zero external magnetic field, was found to be 209.9(1) MHz. Taking BHF=+1523(8) kG for the hyperfine field of XeFe, the magnetic moment of131mXe is deduced to be (–)0.994(5) N. As a byproduct, the zero-field hyperfine splitting of129mXe (I=11/2; T1/2=8.9d) in Fe was measured as 188.1(1) MHz, with which a magnetic moment of (–)0.891(5) N is deduced for129mXe.  相似文献   

20.
The magnetic hyperfine fieldH hf at181Ta impurities in the ferromagnetic Rare Earth metals Ho and Er has been determined by time differential perturbed angular correlation measurements at 4.2 K. The results |H hf(TaHo)|=101(8)kG |H hf(TaEr)|= 94(8)kG together with the previously determined values ofH hf(TaGd) andH hf(TaDy) show that the magnetic hyperfine field at Ta impurities in the Rare Earth metals is predominantly due to the conduction electron polarization of the hosts.  相似文献   

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