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1.
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   

2.
By combining recent level crossing data with the results from a modified atomic beam experiment by Buck, Rabi, and Senitzky in 1956, a Landég j factor deviating about 0.6% from the LS-value ?1.3341 is obtained for the 6p 2 P 3/2 level of Cs133. As this large deviation is difficult to explain, a remeasurement of the hyperfine structure of this level was performed by the zero field optical double resonance method. For the magnetic dipole and the electric quadrupole interaction constantsa andb we obtain $$a(6p{}^2P_{{3 \mathord{\left/ {\vphantom {3 2}} \right. \kern-\nulldelimiterspace} 2}} ) = 50.31(5)MHz,b(6p{}^2P_{{3 \mathord{\left/ {\vphantom {3 2}} \right. \kern-\nulldelimiterspace} 2}} ) = - 0.30(33)MHz.$$ With these new values ag j factor of ?1.3341 (15) is deduced for the 6p 2 P 3/2 level of Cs133, in agreement with the LS-value.  相似文献   

3.
The hyperfine structure of the 62 P 1/2-state of133Cs has been measured by optical double resonance in a strong magnetic field. From the positions of the magnetic dipole transitionsδm J =±1,δm I =0 theg J -factorg J(62 P 1/2)=0.66590(9) and the magnetic hfs-coupling constanta(62 P 1/2)=291.90(12) MHz could be derived.  相似文献   

4.
In a magnetic field, Cs2 molecules were excited from the ground X1Σ+g(vX=0,JX=55) level to the D 1Σ+u(v=46,J=54) level by dissociation laser light linearly polarized parallel to the field, for which the magnetic sublevels were degenerated and thus all the transitions between them were simultaneously stimulated. Probe laser light excited the dissociated Cs 6p2P3/2 atomic fragments to 6p2D3/2 level and the resultant 6p2P1/2 - 6d2D3/2 emission was detected as the function of the wavelength of the probe light. The populations of the 6p2P3/2,mj magnetic sublevels were determined from the relative strengths of the 6p2P3/2,mj - 6d2D3/2,m'j transitions induced by the probe light. Non-zero orientation O0 was found in the ensemble of dissociated Cs 6p2P3/2 atomic fragments. The orientation O0 increased as the magnetic field strength increased. It was demonstrated both experimentally and theoretically that the orientation O0 was induced through the interference in the excitation and dissociation paths in the presence of an external magnetic field, even when all degenerated transitions between the magnetic sublevels of the molecules are simultaneously excited by the light linearly polarized parallel to the field.  相似文献   

5.
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   

6.
The hfs-splitting of the stable odd Ba-isotopes Ba135 and Ba137 (I=3/2) in the 6s6p 3 P 1-state was investigated by level crossing techniques. For both isotopes two crossings between Zeeman-sublevels withδm F=2 were detected by resonance scattering of the 7911 å-intercombination line using a Ba-atomic beam. From the experimental results ratios of zero field hfs-constants and theg J-value of the3 P 1-state were calculated including second order corrections. The results may be compared with double resonance measurements in zero magnetic field.  相似文献   

7.
The hyperfine structure of the 8p 2 P 3/2 and2 P 1/2 levels of115In was measured using high-resolution laser spectroscopy on a collimated indium atomic beam. Step-wise excitations from the metastable 52 P 3/2 state via the shortlived 6s 2 S 1/2 state were employed. For the magnetic-dipole and electric-quadrupole interaction constantsa andb, respectively, the following results were obtained:a(8p 2 P 3/2)=16.3 (3) MHz,b(8p 2 P 3/2)=11 (3) MHz anda(8p 2 P 1/2)=44.0 (5) MHz. The magnetic hyperfine structure is shown to be strongly influenced by core polarization. For the electric-quadrupole moment of115In the valueQ=0.79 (20) barn is deduced.  相似文献   

8.
In order to determine the nuclear quadrupol moments of the stable K-isotopes, the hyperfine structure of the 4p and5p 2P3/2-states was investigated by resonance scattering of light. The scattered intensityR(H) from separated isotopes in a sealed off resonance cell, as function of an external magnetic fieldH was observed with different polarisations (σ- andπ-components perpendicular toH) both in exciting and scattered light. Because the hfs-splitting of the investigated states is comparable to the radiation widthГ, the measured change in intensityΔR(H)/ΔH is due to interference effects (Hanle-effect, level-crossing, anti-crossing) and decoupling of electronic and nuclear spin (Heydenburg-effect). The different effects are not distinguishable in contrary to an usual level-crossing experiment and therefore the measured signal-structure is compared with line shape calculations according to Breit's-formula. Assuming “white” excitation andg J =4/3, the measured signal-structure can be explained with the following values:Γ/2π (4p)=5.7 (4) MHzΓ/2π (4p)=5.7 (4) MHz K39:A(4p)=6.13(5) MHzB(4p)=2.72(12) MHzA(5p)=1.97(2) MHzB(5p)=0.85 (3) MHz K41:A(4p)=3.40(8) MHzB(4p)=3.34(24) MHzA(5p)=1.08(2) MHzB(5p)=1.06 (4) MHz. Without Sternheimer corrections one obtains from these values Q(K39)=0.062 · 10?24 cm2 and Q(K41)=0.076 · 10?24 cm2 for the electrical nuclear quadrupolmoments of K39 and K41.  相似文献   

9.
The 6s-7p transitions in cesium at 459.3 nm (72 P 1/2) and 455.5 nm (72 P 3/2) have been investigated by saturation spectroscopy in vapor cells, using a laser spectrometer with 500 kHz bandwidth in the blue spectral range. Isotope shifts as well as hyperfine splittings were determined for the isotopes 133, 135 and 137.  相似文献   

10.
The hfs in the 72 P 3/2-state of133Cs has been investigated by optical double resonance in a strong magnetic field. From the positions of the magnetic dipole transitions Δm j =± 1, Δm i =0 the magnetic hfs coupling con slanta (72 P 3/2)=16.591(25) MHz and theg j -factorg j (72 P 3/2)=1.33410(15) could be derived. Contrarily to recent measurements,g j agrees well with the value calculated from the Lande formula.  相似文献   

11.
The hyperfine structure of the four lowest levels5 F 5, 4, 3, 2 of the5 F ground state multiplet arising from the configuration 4d 7 5s in99Ru and101Ru has been studied by the atomic — beam magnetic — resonance technique. After applying corrections due to the effects of off-diagonal hyperfine mixing we obtain the following multipole interaction constants:99Ru:A(5 F 5)=?204.5514(33) MHzB(5 F 5)=27.281 (62) MHzA 5 F 4=?163.6845(36) MHzB(5 F 4)=17.455(52) MHzA 5 F 3=?135.0294(37) MHzB(5 F 3)=10.164(50) MHzA(5 F 2)=? 82.5325(27) MHzB(5 F 2)=5.457(22) MHz101Ru:A(5 F 5)=?229.2881(33) MHzB(5 F 5)=158.934(62) MHzA(5 F 4)=?183.4744(36) MHzB(5 F 4)=101.799(52) MHzA(5 F 3)=?151.3502(38) MHzB(5 F 3)=59.323(50) MHzA(5 F 2)=?92.4974(27) MHzB(5 F 2)=31.869(23) MHz. The magnetic dipole and the electric quadrupole moments of the99Ru and101Ru nuclear ground states as calculated from these constants are the following:μ I (99Ru)=?0.594(119) nmQ(99Ru)=0.077 (15) barnsμ I (101Ru)=?0.666(133)nmQ(101Ru)=0.45 (9) barns. From measurements of the Zeeman effect in the even isotope102Ru we find the followingg J -factors for the5 F ground multiplet:g J (5 F 5)=1.397741(20)g J (5 F 4)=1.347604(20)g J (5 F 3)=1.248988(20)g J (5 F 2)=1.001120(3).  相似文献   

12.
A crossed ion-laser beam apparatus has been used to measure accurate relative total and partial cross sections for photodetachment from Rb? ions with high photon energy resolution (0.1–0.6 cm?1) in the region of the Rb(5p 2 P 1/2,3/2) thresholds (photon energy range 16,350–16,820 cm?1). Satisfactory fits to these data by multichannel quantum defect theory (MQDT) have been obtained, resulting in a reliable set of seven MQDT parameters. The electron angular distribution parameter for the Rb(5s) channel was found to beβ(5s)=2, independent of photon energy. MQDT predicts a sharp, window-type variation of?(5s) around the minimum of the 5s-cross section below the Rb(5p 2 P 1/2) threshold (where an accurate experimental measurement ofβ(5s) was not possible) and a similar behaviour ofβ(6s) in the case of Cs?photodetachment below the Cs(6p 2 P 1/2) threshold.  相似文献   

13.
The electric quadrupole interaction constantB of the 8p2P3/2 state of Cs134 has been determined by an optical double resonance measurement of the hyperfine structure transition vF=11/2?F=9/2=47.84(12) Mc/s. The results are: B 8P 134 =8.06(20) Mc/s and Q 8P 134 =+ 0.427(8) · 10?24cm2. Comparison is made between the measurements in the 7p and 8p electronic states: Q 8P 134 /Q 7P 134 =0.977(20). The ratio of the corresponding Sternheimer correction factors yields the value C7p/C8P=0.982.  相似文献   

14.
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   

15.
To study the modification of the value of the nuclear quadrupole moment obtained without Sternheimer correction from measurements in states with different principal quantum numbers, the hyperfine structure splitting of the 52 P 3/2 and the 62 P 3/2 excited states of Rb I has been investigated with the optical double resonance method. The experiments, in which isotopic enriched samples of Rb85 and Rb87 were used, have been carried out in the 52 P 3/2 state without a static magnetic field. In the 62 P 3/2 state, a static magnetic field was applied. For the 52 P 3/2 state, the hyperfine structure constants areA(Rb85)=25.029(16) Mc/s,B(Rb85)=26.032(70) Mc/s,A(Rb87)=84.852(30) Mc/s,B(Rb87)=12.611(70) Mc/s. The corresponding constants for the 62 P 3/2 state areA(Rb85)=8.25(10) Mc/s,B(Rb85)=8.16(20) Mc/s,A(Rb87)=27.96(35) Mc/s,B(Rb87)=3.95(10) Mc/s. The values of the nuclear quadrupole moments, derived from both finestructure states, can be brought into agreement when the Sternheimer core correction is applied. The Landé factor for the 62 P 3/2 state isg j=1.334(1).  相似文献   

16.
Mode crossing signals in laser intensity occur if the Zeeman splitting of one laser level equals the frequency separation between two laser modes. This kind of experiment using two optical frequencies for double resonance yields high resolution in Zeeman spectroscopy and allows very accurate determination ofg J -values. Mode crossing dips of the 0.633μ, 1.152μ and 1.523μ transitions of the He-Ne-laser in an axial magnetic field were measured by tuning the field strength up to 0.17 Tesla. At this field strength the Zeeman splitting of the Dopplerbroadenedσ-lines corresponds to approximately 6 Gcps. The frequency separation between resonant modes was controlled by means of a scanning high resolution Fabry-Perot. The experimental results for theg J -values areg J =1.2211±0.002 for the Ne 2s 2 level andg J =1.3008±0.002 for the Ne 2p 4 level. A pressure inducedg J -shift of aboutΔg J /(g J ×p He)=?1.6×10?3/Torr for the 2p 4 level has been observed. The influence of helium collisions disturbing the Zeeman splitting of the 2p 4 state is discussed.  相似文献   

17.
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   

18.
Theg J-factors of Li6, Li7, Na23, Rb85, Rb87 and Cs133 in their2 S 1/2 ground states have been measured relative to theg J-factor of K39 with a precision of a few parts in 107 using the atomic beam magnetic resonance method.  相似文献   

19.
A precision study of the decay of134Cs g and134Cs m has been made, using ordinary Ge(Li) spectrometers and ā Compton-suppression spectrometer. The logft value of the second forbidden nonuniqueβ-decay to134Xe has been measured to be 13.0±0.2. TheM4γ-ray transition in134Csm(8?) decay has been measured to haveα K= 73±7 and a hindrance of 7.0 over the Moskowski estimate. This is discussed in terms of the level configurations and the analogous transition in133Xe. A new intensity limit of 2×10?6 has been set for the zero-phonon transition between the 4+ and 2+ members of the two-phonon triplet. This leads to an upper limit forB(E2)4→2′, greater than 905. This and the more preciseγ-ray intensity values are discussed in relation to presently available nuclear models.  相似文献   

20.
The Landé factor gJ of the (6s2 6p 7s)( 3P1 level of the even isotopes of lead has been measured by Fabry-Pérot interferometry. The result is: gJ=1.3500(4). The agreement with the previously measured hyperfine splitting of this level for the isotope 207Pb and with the level crossing results is good when small corrections (nuclear Zeeman interaction, second-order hyperfine and Zeeman corrections) are taken into account. The corrected hyperfine dipole coupling constant for this level of 207Pb is: A=293.60(13) mK.  相似文献   

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