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1.
The hyperfine interaction of192Ir nuclei as dilute impurities in Fe and Ni has been investigated with NMR on oriented nuclei. With the use of highly dilute and pure alloys the line widths could be reduced so far that the quadrupole splitting of192IrFe and192IrNi could be resolved. Taking hyperfine anomalies into account the ground state nuclear moments of192Ir are deduced as |μ|=1.924(10)μ N andQ=2.36(ll) b. The hyperfine field of IrNi was investigated as a function of the Ir concentrationc between 0.01 at % and 5 at %. The dependence ofH HF onc was found to be significantly smaller than that reported from Mössbauer effect measurements. Forc=0.01 at %H HF=?454.7(2.3)kG is deduced. The resonance shift with an external magnetic field has been studied precisely, yieldingK=0.012(23) andK=0.026(12) for the Knight-shift of192Ir in Fe and Ni, respectively.  相似文献   

2.
The magnetic hyperfine interaction of Cu in Fe, Co and Ni was studied by means of the γ-γ perturbed angular correlation method using62Zn(62Cu) as a probe. With the publishedg-factor (g=+0.661(12)) of the 41 keV, 2+ state hyperfine fields ofB HF=16.95(51) T,B HF=13.15(41) T andB HF=4.05(30) T atT=0 K for Cu in Fe, Co and Ni are derived, respectively. The systematic discrepancy of these values with several independent measurements of these hyperfine fields is removed by deriving a new value ofg=0.55(5) for the 41 keV, 2+ state of62Cu.  相似文献   

3.
The temperature dependence of the anisotropy of γ-rays from the decay of oriented183,184Re nuclei situated in an iron matrix was measured between 14 and 33 mK. Magnetic hyperfine splitting constants ofgH HF=5.04(9) × 10?18 erg andgH HF=3.21 (13) × 10?18 erg were determined for the groundstates of183Re and184Re, respectively. With the previously known hyperfinefield of ?760(15) kG for Re in iron the followingg-factors were deduced:183Reg=1.32 (5) and184Reg=0.84 (5). The E2/M1 mixing ratio of the 793 keV 2+ ?2+ transition in184W was accurately determined to δ (793 keV)=+16.65 (85).  相似文献   

4.
At external magnetic fields between 1.3 and 22.5 kG the integral αγ-angular correlations of theO +(α)2+(γ)O + cascades from the ground states of228Th and224Ra respectively implanted into iron and aluminum lattices have been studied. The data were analyzed assuming different additional time dependent and static perturbations. The rotation of the angular correlation for Ra in Al proved independent of these assumptions. Therefore ag-factor of the 84.4 keV 2+ state in224Rag=0.46 (11) could be derived. Although static electric interactions seem the most probable cause for the attenuations observed for Ra and Rn implanted into Fe it was found that the two parameter Abragam and Pound theory better reproduces the data than the one parameter static perturbations. Therefore the hyperfine fields experienced by Ra and Rn in Fe were derived using Abragam and Pound theory to beH HF(RaFe)=?127(31) kG andH HF(RnFe)=1095 kG.  相似文献   

5.
The magnetic hyperfine splitting frequencies of187WFe,182Re(j π=2+)Ni,183ReNi,186ReNi,186ReFe and203PbFe in a zero external magnetic field have been determined by the NMR-ON method at about 7 mK as 225.56(6), 130.9(1), 98.17(4), 136.6(4), 1007.0(3) and 58.43(3) MHz, respectively. With the knowng-factors ofg(186Re, 1)=1.739(3) andg(203Pb, 5/2)=0.27456(20), the following hyperfine fields were deduced:B HF(186ReNi)=−103.05(35) kG;B HF(186ReFe)=−759.7(13) kG;B HF(203PbFe)=+279.18(25) kG. Taking hyperfine anomalies into account, theg-factor of183Re was deduced as |g(183Re, 5/2+)|=1.267(6). With the assumption of Knight shift factorK=0, theg-factors of182Re and187W and the hyperfine field of187WFe were determined as |g(182Re, 2+)|=1.63(5), |g(187W, 3/2)|=0.414(10) andB HF(187WFe) =−714(18) kG. The large hyperfine anomaly was deduced to be183W Δ187W =−0.124(22).  相似文献   

6.
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   

7.
Angular distributions have been measured forγ-rays emitted following the decays of97, 103, 105Ru oriented in an iron matrix at temperatures down to 2.8mK. From the temperature dependence of theγ-anisotropies the magnetic hyperfine splitting frequenciesν M =| N B HF/h| of97, 103, 105RuFe were found to be 110(7), 57(15) and 80 ?50 +17 MHz, respectively. With the known hyperfine fieldB HF=?489.6(4.0) kG the nuclearg-factors are derived as ∣g(97Ru;j π=5/2+)∣=0.29(2), ∣g(103Ru;j π=3/2+)∣=0.15(4) and ∣g(105Ru;j π=3/2+)∣=0.21 -0.13 +0.05 . The analysis for103RuFe has been performed with the assumption ofj π=3/2+ and 5/2+ for the ground state of103Ru. Taking into account experimentally knowng-factors of 3/2+ and 5/2+ states in this mass region, our data strongly favour the assignmentj π=3/2+ for the103Ru ground state.  相似文献   

8.
The hyperfine structure of the 32 P 1/2-state of23Na has been measured by the optical double resonance technique in a magnetic field sufficiently strong to decoubleI andJ. The magnetic interaction constantA 1/2 and the Landég-factor were found to be:A 1/2=94.3(2) MHz,g=0.66581(12).  相似文献   

9.
The magnetic and electric hyperfine splitting frequencies ¦gμ N B HF/h¦ ande 2 qQ/h of the 5/2?1/2[541] ground state of 14h 185Ir in Ni were measured with nuclear magnetic resonance on oriented nuclei to be 360.8(7) MHz and +6.7(2.0) MHz, respectively. The ground state magnetic dipole moment and electric quadrupole moment of185Ir are deduced to be ¦μ¦=2.601 (14)μ N andQ=?1.9(5)b, taking values for the hyperfine field and electric field gradient of BHF=?454.9 (2.3) kG and eq=?0.151(4) × 1017 V/cm2, respectively. The negative quadrupole moment is in agreement with nuclear-orientation data and proves again theI π K=5/2? 1/2 ground state configuration.  相似文献   

10.
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   

11.
The role playing by the “soft” (κ T < 1 GeV/c) region in the small-x behaviour ofg 1(x,Q 2) and the non-singlet structure functionf 1, NS(x, Q2) has been studied with the help of the effective QCD Lagrangian which takes into account the lightest degrees of freedom — the constituent quarks and the π-mesons (Goldstone bosons). It has been shown that the quark-quark interaction due to the pion exchange has a negative couplingg for the isovector component (I = 1 in thet-channel) off 1(x,Q 2) and isosinglet component ofg 1(x, Q2). Here the pion induced interaction changes mainly the normalization of the quark distribution (it decreasesf 1,NS I = 1 (x,Q 2) two times atx < 3·10?3) and changes slightly the effective exponents λ (?1,NS ,g 1x atx → 0). On the other hand due to a positive value of couplingg the value of λ increases by 15% for the isovector part ofg 1 (x,Q 2) and up to λ ≈ 0.5 (instead of λ ≈ 0.2 without the pion contribution) for the isoscalar non-singlet structure functionf 1,NS I = 0 (x,Q 2).  相似文献   

12.
The ratio of theg I -factors of99Ru and101Ru has been measured accurately by the nuclear magnetic resonance method. Using hyperfine interaction constants from literature, the hyperfine structure anomalies of some atomic states of ruthenium are obtained.  相似文献   

13.
Paramagnetic centers of NH 3 + , Al, and HO2 · have been observed in alkali feldspars from Aichi prefecture, Japan. The quartet signal has been tentatively ascribed to NH 3 + rather than to ·CH3, although the hyperfine splitting by14N (I=1) was not observed. The averageg- andA-valuesg av=2.0033 andA av H =2.45 mT, respectively, were attributed to hydrogen. The powder spectra of Al centers stable up to 400 K were simulated by the anisotropicg factors ofg zz =2.060,g xx =2.0014,g yy=2.0021 andA=0.9 mT. Newly discovered HO2 · is stable up to 570 K. The intensities of the spectra from NH 3 + and Al centers were enhanced by gamma-ray irradiation, while that of HO2 · was not enhanced. Production efficiency,G-value (radical/100 eV) of NH 3 + has been obtained to beG=0.01. These results suggest that ESR dating of feldspars is possible.  相似文献   

14.
The magnetic hyperfine splitting frequenciesν M=¦gμ NBHF/h.¦ of the 11/2? isomeric states129m Xe (T1/2=8.9d) and131mXe (T1/2=11.8d) in Fe were measured with nuclear magnetic resonance on oriented nuclei at temperatures of 10–15 mK as 188.0(1) MHz and 209.8(1) MHz, respectively, the samples being prepared with the technique of recoil implantation after (α, x n) reactions. The magnetic moments of129m Xe and131m Xe are deduced to be (?)0.8914(6)μ N and (?)0.9943(6)μ N, respectively. The missing γ-anisotropies for allγ-transitions following the decay of 36.4d 127Xe indicateI=1/2 for the ground state spin of127Xe.  相似文献   

15.
The perturbation of the 197 keV transition angular distribution in F19 was investigated by time-dependent spin rotation measurements following excitation with a pulsed beam. The recoil implantation technique was used to determine the internal magnetic fields for F19 in Fe, Co and Ni lattices. The results are:H HF(F19 in Fe)=+(95700±500) Oe,H HF(F19 in Co)=+(59500±1500) Oe,H HF(F19 in Ni)=?(21830±350)Oe. The temperature and field dependence of the effective fields was studied. Strong satellite fields due to lattice perturbations were detected. The half life and the gyromagnetic ratio of the 197 keV 5/2+ state in F19 were redetermined asT 1/2=(80.2±0.5) nsec andg=+1.436±0.007.  相似文献   

16.
With the Mössbauer technique, the hyperfine splittings of the lowest 2+-states of some Dy-, Er-, and Yb-isotopes were observed at 4.2 °K in the paramagnetic compounds Dy-Al-garnet, ErCl3·6H2O, and YbCl3·6H2O. Most of the sources were produced by photonuclear reactions. Ratios ofg-factors for neighbouring isotopes could be determined with small systematic errors. The results are:g 164/g 166=1.103 (15),g 166/g 168=0.960 (13) for Er, andg 170/g 172=1.009 (15),g 170/g 174=0.994 (13) for Yb. Using known values for the effective magnetic fields at the nuclei, the followingg-factors were obtained:164Dy 0.336 (14),164Er 0.353 (10),166Er 0.320 (8),168Er 0.333 (8),170Yb 0.335 (6),172Yb 0.332 (8),174Yb 0.337 (8).  相似文献   

17.
Attempts were made to grow CeO2 and ThO2 single crystals doped with transition metal ions. Only Fe3+ and Mn2+ could be detected by the EPR technique. The EPR spectrum of Fe3+ in CeO2 exhibits the well-known fine structure in cubic fields. The parameters areg=2.0044(1) anda=15.6(1)·10?4 cm?1. The hyperfine constantA for57Fe in hexahedral coordination was found to be 8.9(1)·10?4 cm?1. The EPR spectrum of Mn2+ in CeO2 reveals two cubic Mn2+ centers. The parameters for center 1 areg=1.9999(1) andA=86.9(1)·10?4 cm?1 and for center 2g=1.9984(1) andA=87.0(1)·10?4 cm?1. Heating the Mn doped CeO2 samples in hydrogen, the Mn2+ centers transform from cubic into trigonal centers with approximate values ofg=1.9988(2),A=84.5(6)·10?4 cm?1 andD=203(1)·10?4 cm?1. The two observed Mn2+ centers in ThO2 exhibita priori axial symmetry with approximate values ofg=2.0006(2),A=88.9(4)·10?4 cm?1 andD=33(3)·10?4 cm?1.  相似文献   

18.
Electron spin resonance has been observed in high purity single crystals of K2Pt(CN)4Br0.3·3.2H2O, (KCP), in the temperature range of 4.22–80 K. Two types of paramagnetic species are found to dominate the spectrum. One of these is an inhomogeneously broadened line showing no resolved hyperfine splitting and having g = 1.946 ± 0.003 and g⊥ = 2.340 ± 0.003. The second paramagnet is identified as a Cu2+ impurity center with g = 2.231 ± 0.003, g⊥ = 2.079 ± 0.002 and hyperfine tensor A = 467 MHz, A = 70 MHz.  相似文献   

19.
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   

20.
Using the atomic beam magnetic resonance method the Zeeman interactions of12C in the3 P 1 and3 P 2 states at magnetic fields of about 3.4 kOe have been measured. The measured quantities areg J (3 P 1)?gJ(3 P 2)=15.4(1.0)·10?6 g J (3 P 2)=1.5010616 (50), from which the following value for gJ(3P1) can be calculated:g J (3 P 1)=1.5010770 (50). The experimental results are in moderate agreement with theoretical calculations.  相似文献   

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