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1.
Nuclear magnetic resonance of82Br oriented at low temperature in iron has been observed with a sample prepared by ion implantation atT<0.2 K. The asymmetric resonance signal can be decomposed in a broad background signal and a narrow line of FWHM=1.8 (4) MHz which can be attributed to82Br in undisturbed substitutional sites of Fe. From the center frequency of this narrow line (B ext=0)=201.86(13) MHz we derive the magnetic hyperfine field asB hf(BrFe)=81.38(6) T. This value is considerably larger than the result of theoretical calculations.  相似文献   

2.
Nuclear magnetic resonance of175Hf oriented at low temperature in iron has been observed with a sample prepared by ion implantation. The centre frequency of the broad resonance line isv L (B ext = 0)=138.53(36)MHz. Possible origins of the large inhomogeneous line width of FWHM=11.0(1.1) MHz are discussed. A comparison with model calculations for combined magnetic and electric hyperfine interaction indicates that the centre frequency may be interpreted as the magnetic interaction frequency for175Hf in unperturbed substitutional sites of the host iron. With theg-factor of175Hf from literature the magnetic hyperfine field of Hf in Fe is derived asB hf=?64.9(9.3) T fitting well into systematics.  相似文献   

3.
Using the method ofγ-detection, the NMR in the metastable 40 keV-state of103Rh in Fe (thin foils with diffused103Pd activity) was measured in external fields of 0.5 to 14 kG. We find a zero-field resonance frequency ofv 0=(550.3±0.5) MHz and a slope ofdv/dH= ?(0.933 ±0.017) MHz/kG, yielding g=1.22 ± 0.02. The resulting value for the hyperfine field, Hhf=(590±10) kG, is inconsistent with that of an NMR measurement in the ground state of103Rh. Possible reasons for this discrepancy are discussed.  相似文献   

4.
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   

5.
Nuclear magnetic resonance measurements have been performed for189Pt and191Pt oriented at 7 and 15 mk in iron host. The magnetic hyperfine splitting frequencies, ν=¦μBHF/Ih¦, of the189Pt and191Pt ground states were determined to be 277.61(5) and 319.88(3) MHz. With the hyperfine field of BHF=-1280(26) kG the nuclear magnetic moments were deduced to be: ¦μ(189Pt;3/2?)¦=0.427(9) μN; ¦μ(191Pt,3/2?) ¦=0.492(10) μN. The effective spinlattice relaxation time for191PtFe at 7 mK in a polarizing magnetic field of 2 kG has been found to be 30(2) s using a single-exponential fit.  相似文献   

6.
Nuclear magnetic resonance on oriented nuclei has been detected for the first time via the destruction of the anisotropy of characteristic Lx-rays. The new method can be applied to isomeric states which decay only via highly converted transitions, for which the standard NMR-ON technique — detection of NMR via the anisotropy of -rays — is not applicable. The X-NMR-ON technique has been used to measure the magnetic hyperfine splitting of193mpt (I=1322+; E=149.8 keV; T1/2= 4.3 d) to be ¦ g NBHF/h¦=111.3 (3) MHz. with the known hyperfine field of –1280(27) kG the magnetic moment of193mpt is deduced to be ¦¦=0.7417(14) N. This magnetic moment differs strongly from the known magnetic moments of the 13/2+ isomeric states in Hg and Pb and195mPt.  相似文献   

7.
The hyperfine structure of the 32P3/2 State of Na23has been measured by the optical double resonance technique in a magnetic field of 3.1 kG sufficiently strong to decouple completelyI andJ. In the case of π or (σ+?) excitation the double resonance signal represents the superposition curve of eight unresolved radio-frequency transitions. The dependence of the signal on the pressure of sodium vapour and the radio-frequency field strength has been studied. The analysis of the experimental curves yields for the hyperfine coupling constants the valuesa=(18.7±0.4) Mc/s andb=(3.4±0.4) Mc/s. The nuclear electric quadrupole moment derived from the ratio ofb/a isQ=(0.146±0.02) · 10?24cm2. The Lande factor and the lifetime for the 32P3/2state are gJ=1.3344±0.0004 and τ=(1.61±0.07) · 10?8 sec.  相似文献   

8.
The electric quadrupole interaction frequencyν Q =eQV zz /h of177Lu in single crystals of Zn and In has been measured by the method of low temperature nuclear orientation. The results are $$\begin{gathered} v_Q ({}^{177}Lu\underline {Zn} ) = - 180(5)MHz \hfill \\ v_Q ({}^{177}Lu\underline {In} ) = - 19(5)MHz. \hfill \\ \end{gathered} $$ With the known quadrupole moment of177LuQ=3.39 (2) b we derive for the electric field gradientV zz (Lu Zn)=?2.20 (5)×1017 V/cm2 andV zz (Lu In)=?0.23 (6)×1017 V/cm2. The results are compared with magnetostriction measurements of silver single crystals doped with rare earth atoms.  相似文献   

9.
205,207Po have keen implanted with an isotope separator on-line into cold host matrices of Fe, Ni, Zn and Be. Nuclear magnetic resonance of oriented207Po has been observed in Fe and Ni, of205Po in Fe. The resonance frequencies for zero external field are $$\begin{gathered} v_L (^{207} Po\underline {Fe} ) = 575.08(20)MHz \hfill \\ v_L (^{207} Po\underline {Ni} ) = 160.1(8)MHz \hfill \\ v_L (^{205} Po\underline {Fe} ) = 551.7(8)MHz. \hfill \\ \end{gathered} $$ From the dependence of the resonance frequency on external magnetic field theg-factor of207Po was derived as $$g(^{207} Po) = + 0.31(22).$$ Using this value the magnetic hyperfine fields of Po in Fe and Ni were obtained as $$\begin{gathered} B_{hf} (Po\underline {Fe} ) = + 238(16)T \hfill \\ B_{hf} (Po\underline {Ni} ) = 66.3(4.6)T. \hfill \\ \end{gathered}$$ Theg-factor of205Po follows as $$g(^{205} Po) = + 0.304(22).$$ From the temperature dependence of the anisotropies ofγ-lines in the decay of205,207Po the multipole mixing of several transitions was derived. The electric interaction frequenciesv Q=eQVzz/h in the hosts Zn and Be were measured as $$\begin{gathered} v_Q (^{207} Po\underline {Zn} ) = + 42(3)MHz \hfill \\ v_Q (^{207} Po\underline {Be} ) = - 70(20)MHz \hfill \\ v_Q (^{205} Po\underline {Be} ) = - 42(17)MHz. \hfill \\ \end{gathered}$$   相似文献   

10.
The technique of differential γγ-angular correlation measurements has been applied to an investigation of the hyperfine interactions in the 1274 keV level of204Pbm. Using liquid sources we derived from the interaction with an external magnetic field of 35,2 kgauss for the g-factor g=+0.055±0.003 in agreement with earlier measurements. The investigation of the quadrupole interaction with the statistically oriented electric field gradient of204Pbm embedded in the lattice of metallic Thallium gave for the electric interaction frequency in the definition ofSteffen andFrauenfelder ω01=(2.23±0.15) MHz. We observed an additional frequency of ω02=(6.91±0.15) MHz. This second frequency is probably caused by crystal imperfections. It vanished when the metal sources were annealed after the cyclotron irradiation. Finally we investigated the perturbation of the γγ-angular correlation of the 912– 375 keV cascade by a combined interaction of the dipole moment of the intermediate 1274 keV state with an external magnetic field and its quadrupole moment with an statistically oriented static electric field gradient. We found good agreement with the theory ofAlder et al. 2.  相似文献   

11.
Precise hyperfine field value of zinc in iron has been determined by nuclear magnetic resonance on oriented nuclei (NMR/ON): Bhf (ZnFe)=−18.785 (35) T at 7 mK. The relaxation constant of Zn in iron is established CK=14(3) Ks. The new hyperfine field value of zinc in iron allows a more precise reevaluation of the magnetic moments of69mZn and71mZn measured with NMR/ON. and the NICOLE Collaboration, CERN  相似文献   

12.
Nuclear magnetic resonance has been applied to radioactive I nuclei oriented in Fe. By field shifting the 131I resonance the hyperfine field is determined as positive. The 131I resonance at 683.3 ± 1.0 MHz and the 132I resonance at 674.0 ± 0.5 MHz give Hint = 1144.0 ± 1.5 kOe.  相似文献   

13.
Using the atomic beam magnetic resonance method the experimental hyperfine structure data of the 5d 26s 2 3 F 2 ground state of177Hf and179Hf described in a previous paper [1] have been completed. After applying corrections due to perturbations by other fine structure levels of the configuration 5d 26s 2 we got the following multipole interaction constants: $$\begin{gathered} ^{177} Hf:A = 113.43314 (7) MHz B = 624.3293 (13) MHz \hfill \\ C = 0.27 (18) KHz D = 0.045 (40) KHz \hfill \\ ^{179} Hf: A = - 71.42891 (9) MHz B = 705.5181 (24) MHz \hfill \\ C = - 0.43 (20) MHz D = 0.07 (6) KHz. \hfill \\ \end{gathered} $$ By measuring rf transitions at magnetic fields between 1100 and 1550 Gauss the nuclear ground state magnetic dipole moments were determined. The results are: $$\mu _I (^{177} Hf) = 0.7836 (6) \mu _N , \mu _I (^{179} Hf) = - 0.6329 (13) \mu _N $$ (uncorrected for diamagnetic shielding).  相似文献   

14.
The magnetic and electric hyperfine interaction at111Cd impurities in Samarium has been investigated by TDPAC measurements. The quadrupole frequency is Q=20.0(2) MHz at 290 K and has a linear temperature dependence with the same slope (dlnQ/dT)290K=–7.3(2) 10–4 K–1 in the rhombohedral and the hcp phase. The pressure dependence up to 7 kbar is (dln Q/dT)=+8.7(1.4) 10–3 kbar–1. The magnetic hyperfine field of111Cd in Sm is Hhf=242(6) kG at 4.2 K. Its temperature dependence confirms the existence of 2 different magnetic phases in Sm. The crystal field parameters B 2 0 and B 4 0 have been estimated from a comparison of Hhf(T) with molecular field models. The TDPAC spectra in the magnetic phases suggest that the impurities preferentially occupy the hexagonal Sm sites.  相似文献   

15.
The 5d 26s 2 3 F 2 ground state of177Hf,179Hf and180Hf has been studied using the atomic beam magnetic resonance method. The atomic beam was produced by an universal evaporation technique described in a previous paper. The results are180Hfg j (3 F 2)=0.695812 (10)177Hf Δv(3 F 2;F=11/2?F=9/2)=991.7917 (10) MHz Δv(3 F 2;F=9/2?F=7/2)=477.0081 (10) MHz Δv(3 F 2;F=7/2?F=5/2)=162.8890 (10) MHz179HfΔv(3 F 2;F=13/2?F=11/2)=82.1320 (10) MHz Δv(3 F 2;F=11/2?F=9/2)=392.8498 (10) MHz. The magnetic dipole and electric quadrupole moments of the177Hf and179Hf nuclear ground states as calculated from these hyperfine structure measurements are the following: μ(177)=0.75(8)μ k , Q(177)=4.34 (65) barns μ(179)=?0.61 (6)μ k , Q(179)=4.90 (75) barns.  相似文献   

16.
The Cr1/3NbS2 magnet is studied by nuclear magnetic resonance (NMR) at 53Cr nuclei in a zero applied magnetic field. The following two frequency ranges are distinguished in the 53Cr NMR spectrum at T = 4.2 K: ν 1 = 64–68 MHz and ν 2 = 49–51 MHz. They can be related to two valence states of chromium ions, namely, Cr4+ and Cr3+. The components of the electric field gradient, the hyperfine fields, and the magnetic moment at chromium atoms are determined. The NMR data demonstrate that the magnetic moments of chromium lie in plane ab and form a magnetic structure consisting of regions with a helicoidal magnetic order and regions where this order is broken.  相似文献   

17.
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   

18.
The hyperfine interaction of194Ir (j π =1?;T 1/2=19.4 h) in Fe and Ni has been investigated with the technique of nuclear magnetic resonance on oriented nuclei. For both systems the electronic-orbital-momentum induced electric quadrupole splitting could be resolved. The magnetic and electric hyperfine splitting frequencies,v M N B HF/h¦ andv Q =e 2 qQ/h, respectively, were measured as:194IrFe:v m =408.54 (23) MHz;v q =?2.47(20) MHz;194IrNi:v M =135.24(5) MHz;v q =?1.23 (3) MHz. Taking into account a 3% uncertainty arising from hyperfine anomalies theg-factor is deduced as ¦g¦=0.39 (1). The electric quadrupole moment,Q=+0.352 (18)b, is slightly smaller than expected from the known systematics of deformation parameters in this mass region.  相似文献   

19.
Nowik  I.  Felner  I. 《Hyperfine Interactions》2004,158(1-4):195-198
Nuclear magnetic resonance on oriented 175Hf in iron host has been measured. Samples of 175HfFe were made by recoil implantation of the precursor 175Ta isotope. The resonance frequency and the resonance line width have been determined to be 139.0 (1) MHz and FWHM = 2.7 (2) MHz, respectively, in an external magnetic field of 0.1 T. The resonance width was very narrow compared with the previously reported value of 11.0 (1.1) MHz. With the known value of the magnetic moment of μ(175Hf) = −0.62 (3) μN, the hyperfine field has been deduced as B HF = −73.6 (3.5) T.  相似文献   

20.
In order to determine the electric quadrupole moment of Sr87 (I= 9/2) the hyperfine structure-splitting of the 5s5p 3 P 1-state of the SrI-spectra was investigated by optical double resonance. By detection of high frequency transitions (ΔF=±1,Δm F=0,±1) in an external magnetic fieldH 0≈0 one obtains the hyperfine structure separations asv F=11/2?F=9/2=1463·149 (6) Mc/sec andv F=9/2?F=7/2=1130·264 (6) Mc/sec. From these frequencies one calculates the magnetic hyperfine structure-splitting constantA=?260·084 (2) Mc/sec and the electric quadrupole interaction constantB=?35·658 (6) Mc/sec. B leads to an electric quadrupole moment ofQ(Sr87)=+0·36 (3)·10?24 cm2.  相似文献   

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