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1.
The hyperfine structure of the metastable atomic states (3d 44s 2)5 D 1,2,3,4 of53Cr has been measured using theABMR-LIRF method (atomic beam magnetic resonance detected by laser induced resonance fluorescence). The dipole coupling constantsA and the quadrupole coupling constantsB are found to beA(5 D 1)=?17.624(2) MHzB(5 D 1)=?21.847(5) MHzA(5 D 2)=?25.113(2) MHzB(5 D 2)=?13.485(5) MHzA(5 D 3)=?35.683(2) MHzB(5 D 3)=15.565(5) MHzA(5 D 4)=?48.755(2) MHzB(5 D 4)=63.021(5) MHz. From these measured hfs constants the electric quadrupole moment for53Cr is calculated to beQ=?0.15 (5) barn. The 30% error takes into account the uncertainties due to configuration interaction effects (shielding and antishielding effects) and of deviations from pure SL-coupling for the states5 D 1,2,3,4.  相似文献   

2.
The5d 76s2 4F9/2 atomic ground state of191Ir and193Ir has been studied using the atomic-beam magnetic-resonance method. The results are:193Ir:g J(4F9/2)=1.29694 (3)191Ir:Δv(4F9/2; F=6?F=5)=659.26496 (12) MHzΔv( 4F9/2; F=5?F=4)=189.44002 (09) MHzΔv( 4F9/2; F=3?F=4)=84.05040 (80) MHzA=57.52148 (04) MHzB=471.20425 (57) MHzC=?0.020 (30) kHz193Ir:Δv( 4F9/2; F=6?F=5)=660.09043 (12) MHzΔv( 4F9/2; F=5?F=4)=224.47848 (13) MHzΔv( 4F9/2; F=?F=4)=33.53453 (89) MHzA=62.65556 (05) MHzB=426.23546 (64) MHzC=0.020 (30) kHz Using the magnetic dipole moments known by NMR-technique [1] we obtained for the electric quadrupole moments as calculated from the hyperfine interaction constantsA andB:Q(191Ir)=0.78 (20) barns,Q(193Ir)=0.70 (18) barns (uncorrected for core polarization effects). A calculation of the hyperfine anomaly yields:191 Δ 193=?0.00023 (10). The ratio of theB factors which should be the same as for the quadrupole moments turned out to be:B(191Ir)/B(193Ir)=Q(191Ir)/Q(193Ir)=1.105502(3).  相似文献   

3.
The hyperfine structure of the metastable atomic states (3d 74s)5 F 2,3,4,5 and (3d 7 4s)3 F 2,3,4 of57Fe has been measured using theABMR- LIRF method (atomic beam magnetic resonance detected by laser induced resonance fluorescence). From these measurements the following hfs constantsA of the magnetic dipole interaction have been obtained (corrected for second order effects):A(5 F 2)=55.994(7) MHzA(5 F 3)=69.632(5) MHzA(5 F 4)=78.435(4) MHzA(5 F 5)=87.246(3) MHzA(3 F 2)=143.328(4) MHzA(3 F 3)=50.602(10) MHzA(3 F 4)=13.456(5) MHz  相似文献   

4.
Using an atomic beam magnetic resonance apparatus the nuclear magnetic dipole momentμ I of the stable isotope Au197 was measured directly with the doublet method. The result isμ I(Au197)=0.143491 (9)μ n, uncorrected for atomic diamagnetism. Further hyperfine structure measurements were performed in the ground states of K39, Ag107, Ag109 and Au197 with the following results:Δv(K39)=461.719723 (38) MHzΔv(Ag107)=1712.512111 (18) MHzΔv(Ag109)=1976.932075 (17) MHzΔv(Au197)=6099.320184 (13) MHzg J(Ag107)/g J(K39)=1.0000260 (20)g J(Au197)/g J(K39)=1.0005076 (20).  相似文献   

5.
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   

6.
The hyperfine structure of the metastable states of the 6s5d configuration of135Ba and137Ba has been studied by the atomic-beam magnetic resonance (ABMR) method. The metastable barium states were populated in a plasma-discharge inside the atomic-beam oven. The atoms emerging from the ABMR-apparatus were detected by the use of a dyelaser. Compared to conventional methods this technique has the advantage of being state selective. The following magnetic dipole and electric quadrupole interaction constantsa andb have been obtained:137Ba:a(3 D 1)=?520.536 (3) MHzb(3 D 1)=17.890 (3) MHza(3D2=415.928 (3) MHzb(3D2)=25.899 (13) MHza(3D3)=456.559 (4) MHzb 3D3=47.390 (16) MHz135Ba:a 3 D 1=?465.166 (4) MHzb(3D1)=11.642 (4) MHza(3D2)=371.736(4) MHzb 3 D 2=16.745 (14) MHza(3D3)=408.038 (6) MHzb(3D3)=30.801 (24) MHz Using these constants and the earlier known ones for the1 D 2 state the hyperfine structure for the 6s5d configuration has been analyzed with an effective hyperfine hamiltonian. Hyperfine parameters obtained from the analysis have been compared with theoretical values calculated with relativistic self-consistent-field (SCF) wavefunctions. The quadrupole moments have been evaluated with the following result Q(135Ba) =0.20(3)b and Q(137Ba) = 0.34(4)b uncorrected for the quadrupole shielding.  相似文献   

7.
The level crossing method has been used for the investigation of the hyperfine structure of the 6p2P3/2 and 7p2P3/2 levels of the isotopes Cs133, Cs135, and Cs137. For the hyperfine coupling constants a and b and for the lifetimes Τ we find: a(6p Cs133)=50.72(3) gJ/?1.345, b(6p Cs133)=?0.38(18) gJ/?1.345 a(7p Cs133)=16.610(6) gJ/?1.3349, b(7p Cs133)=?0.15(3) gJ/?1.3349 a(6p Cs135)=53.64(4) gJ/?1.345, b(6p Cs135)=7.41(32) gJ/?1.345 a(7p Cs135)=17.570(6) gJ/?1.3349, b(7p Cs135)=2.35(7) gJ/?1.3349 a(6p Cs137)=55.80(4) gJ/?1.345, b(6p Cs137)=7.54(20) gJ/?1.345 a(7p Cs137)=18.274(6) gJ/?1.3349, b(7p Cs137)=2.37(4) gJ/?1.3349 (MHz), Τ(6p2P3/2)=29.7(2) ?1.345/gJ ns, Τ(7p2P3/2)=135(1) ?1.3349Jns. From a comparison with double resonance results the gJ factor of the 7p2P3/2 level was deduced: gJ(7p2P3/2=?1.3349(10). Level crossing measurements in the 8p2P3/2 state of Cs133 give for the gJ factor and the lifetime the following results: gJ(8p2P3/2)=?1.3353(14), Τ(8p2P3/2)=310(15) ns. Using recently calculated relativistic correction factors and applying corrections for core polarization and the Sternheimer effect, we obtain for the quadrupole moments: Q(Cs133)=?0.0030 b, Q(Cs135)=+0.052 b, Q(Cs137)=+0.052 b.  相似文献   

8.
Using the atomic beam magnetic resonance method, the five hyperfine structure separations in the 4f 3 6s 2 4I9/2 ground state of 59 141 Pr have been measured. The results are:F F′ E FF′ * /h (MHz) 7 6 6477.913423(17) 6 5 5556.359848 (6) 5 4 4633.023306 (2) 4 3 3708.201146 (5) 3 2 2782.190601(15) From these quantities, the multipole interaction constantsA k,k=1, 2, 3, 4 between the nucleus and the electron shell have been calculated.A 4 especially then served to give the following limit for the intrinsic hexadecapole moment: ¦Q 40¦<0.4eb 2. Furthermore, theg J -factors of the4 I multiplet have been measured at magnetic fields of 300 Oe. The results are:g J(4 I 9/2)=0.7310371(15)g J(4 I 11/2)=0.9651476(20)g J(4 I 13/2)=1.1063197(40)g J(4 I 15/2)=1.197963 (30) Small corrections due to perturbations by neighbouring fine structure levels are included.  相似文献   

9.
The atomic-beam magnetic-resonance method in combination with the triple resonance technique has been used to determine the nuclear magnetic dipole moments of99Ru and101Ru. The moments are deduced fromrf transition measurements in the5F5 and5F4 states at magnetic fields between 770 and 2400 Oe. In order to reduce the part of the uncertainty of the moments which arises from the uncertainty of the hyperfine structure constants more precise values of the constants than those available up to now were determined from low field measurements. After making corrections for hyperfine and Zeeman interactions with neighbouring atomic states we obtain the following values for the magnetic dipole moments:μ 99=?0.6381 (51)μ N andμ 101=?0.7152 (60)μ N (uncorrected for diamagnetic shielding). The results of the present work combined with the results of an earlier hyperfine structure investigation in the5F multiplet are analysed with respect to the effective-operator formalism. From this analysis we obtain the following values for the electric quadrupole moments:Q 99=0.076 (7) b andQ 101=0.44 (4) b (uncorrected for Sternheimer shielding or antishielding).  相似文献   

10.
In the linearly polarized radiation field of a 442 nm He-Cd laser containing a natural isotope mixture, saturation-induced mode-crossing signals of the 4d 95s 2 2 5/2 state of Cd II are observed due to the even as well as the odd isotopes. The signal width of about 10?4 T yields high resolution. Thus the signal splitting respective to the magnetic quantum number can be resolved. Theg J - andg F -factors of the2 D 5/2 state are determined as follows:g J=1.1980±0.0036,g F(F=2)=1.397±0.008,g F(F=3)=1.002±0.009.  相似文献   

11.
The hyperfine structure separations of both doublet states2 D 3/2 and2 D 5/2 of the ground state configuration 6s 2 5d of Lu175 have been remeasured with high precision using the atomic beam magnetic resonance method. Magnetic dipole transitions between Zeeman components of the hfs levels were induced applying Ramsey's technique of separated oscillatory fields whenever the field dependence of the resonances was small enough. The hfs intervals at zero field and hfs interaction constants were derived from the measurements. The constants were then corrected for hfs perturbations between the two levels of the doublet. Configuration interaction has been taken into account for the calculation of the dipole matrix elements. The corrected hfs constants are:J=3/2:A=194.332921 (300) MHzB=1511.396 267 (320) MHzC=?70 (19) HzJ=5/2:A=146.776 472 (138) MHzB=1860.656132 (840) MHzC=913 (162) HzD=?16 (24) Hz A quadrupole hfs anomaly between Lu175 and Lu176m was not found when comparing the following two ratios: Lu175:B(5/2)/B(3/2)=1.2310850 (16) Lu176m :B(5/2)/B(3/2)=1.2310818 (30). So far we have not succeeded in computing an octopole moment from the twoC-factors for the terms2 D 3/2,5/2 because the influence of higher configurations could not sufficiently be considered.  相似文献   

12.
The hyperfine structures of the 62 P 3/2- and 82 P 3/2-states of133Cs have been investigated by optical double resonance in a strong magnetic field. The Landé-g-factors and the hfs coupling constants were found to be:g J(62 P 3/2)=1.3340(3)g J(82 P 3/2)=1.3342(2)a(62 P 3/2)=50.02(25) MHza(82 P 3/2)=7.644(25) MHz. Contrarily to recent measurements, theg J-factors agree well with the value calculated from the Landé formula.  相似文献   

13.
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   

14.
In an atomic beam experiment Ba-atoms were excited in the metastable levels of the 6s 5d-configuration by optical pumping and electron impact. The three states 6s 5d 1 D 2 and3 D 1,2 were populated by optical excitation of the 6s 6p 1 P 1- and3 P 1-level resp., which decay partly into the metastable states. The1 D 2- and3 D 3-level could be excited and aligned by impact of 50 eV-electrons. Radiofrequency transitions between Zeemansublevels were detected by resonance scattering of light and theg J-values of the four 6s 5d-levels were measured:g J(1D 2)=1.0032 (2),g J(3D 1)=0.4986 (2),g J(3D 2)=1.1638 (2) andg J(3D 3)=1.3341 (2).  相似文献   

15.
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   

16.
High-resolution laser spectroscopy using a pulsed dye-laser acting on a collimated atomic beam has been used to determine the isotope shifts in the 3 988 Å YbI line. The following results have been obtained:Δσ(176, 174)=?509(4)MHz,Δσ (174, 173)=?291(10) MHz,Δσ(174, 172)=?530(4) MHz,Δσ(172, 171)=?414(5) MHz andΔσ(172, 170)= ?665(10) MHz. The sign of the magnetic dipole interaction constant in the1 P 1 state for171Yb is found to be negative,a(1 P 1, 171)=?213.4(3.0) MHz. The electric quadrupole interaction constant for173Yb in the1 P 1 state is found to beb(1 P 1, 173)=605(20) MHz.  相似文献   

17.
The properties of ferromagnetic Gd as a host for IMPAC measurements have been investigated. The transient and internal magnetic fields at Cd, Nd, Sm, Dy, Er, Yb and Hf nuclei recoil implanted into polarized Gd at 80 K have been studied by the IMPAC technique. All available experimental transient field data for Gd have been analysed in the framework of the Lindhard-Winther theory. Empirical values of the parametersv p andC ion C atom have been deduced which give good agreement between experiments and theory. Internal magnetic fields at rare-earth nuclei in magnetized Gd at 80 K have been deduced. The results areH h.f. (NdGd)=?1370±440 kG,H h.f.(SmGd)=?1440±120 kG,H h.f.(DyGd)=1410±400 kG,H h.f.(ErGd)=2310±420 kG andH h.f.(YbGd)=?216±32 kG. The signs of these fields are, except for Yb which is in a 2+ ionic state, consistent with a ferromagnetic coupling between the 4f spins of the implanted ion and the Gd host. The deduced internal field at Hf in Gd is ?440±90 kG. The observed time-dependent interactions for rare-earth nuclei in ferromagnetic Gd are consistent with the Abragam-Pound theory. For the Cd isotopes,g-factors of the first 2+ states were deduced from the experiments. The results areg(110Cd)=0.49±0.11,g(114Cd)=0.34±0.09 andg(116Cd)=0.41±0.11. The use of transient magnetic fields forg-factor measurements on high-spin rotational states is discussed.  相似文献   

18.
The hyperfine structure seperations Δv andg J -factors have been measured in the 2p 2 3 P states of13C(I=1/2) and12C(I=0), respectively, using the atomic beam magnetic resonance method. The results are Δv(3 P 1,13C)=4.200 (25) MHz, Δv(3 P 2,13C)=372.593 (25) MHz,g J (3 P 1,12C)=1.501052 (13), andg J (3 P 2,12C)=1.501039 (15). After applying corrections due to perturbations by neighbouring fine structure levels one deduces the constants of the magnetic dipole interactionA(3 P 1,13C)=+2.838 (17) MHz, A(3 P 2,13C)=+149.055 (10) MHz. No signs of theA-factors were determined by the experiment; they follow from the known positive sign of the nuclear magnetic moment μ I of13C. CombiningA(3 P 2,13C) with the results of other measurements on11C, yields μ I (11C)=?0.964 (1) nm.  相似文献   

19.
Theg J factors of the metastable states3 P 2 of88Sr and3 D 1,3 D 2,3 D 3, and1 D 2 of138Ba have been measured using the atomic-beam magnetic resonance method. The metastable states were populated by an electric discharge within the atomic-beam source. From the measurements of rf transitions between the Zeeman levels (m J =+1)?(m J =?1) we obtained:88Sr:g J (3 P 2) =1.501124(10)138Ba:g J (3 D 3)=1.3340823 (10)g J (3 D2)=1.1637406(11)g J (3 D 1)=0.4985751(13)g J (1 D2)=1.003 1449(10). The relativistic and diamagnetic corrections for theg J factor of the3 P 2 state of Sr have been calculated. With these and the Schwinger correction included we getg J (3 P 2)=1.501119(12).  相似文献   

20.
Using a tunable single mode dye laser the isotope shift of the 573.7 nm-line between the isotopes Lu175 and Lu176 has been determined to be IS(176?175, 573.7 nm)=?394(5) MHz yielding a change of mean square nuclear radii ofδr 2〉=0.022(5) fm2. In addition from our measurements the following values of the hyperfine splitting constantsA andB could be deduced Lu176 5d6s6p 4 F 3/2:A=?651.4(0.3) MHz,B=2,494(4) MHz 5d6s 2 2 D 3/2:A=138.0(0.3) MHz,B=2,131(3) MHz Lu175 5d6s6p 4 F 3/2:A=?924.7(0.5) MHz,B=1,767(4) MHz.  相似文献   

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