1979
DOI: 10.1080/00018737900101385
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Nuclear magnetic resonance in rare earth metals

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Cited by 131 publications
(50 citation statements)
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“…(1) is the electronic Zeeman energy (/.t Bis the Bohr magneton, gj is the Lande factor, J is the total etectronic angular momentum), and the last two temas represent the nuclear hyperfine interactior, of 165Ho. For the free ion, the constant A of the magnetic hyperfine interaction equals 0.812 GHz [7]. The Hamiltonian of the quadrupole hyperfine interaction contains energies of interaction of the nuclear quadrupole moment with the gradient of the crystal electric field and with the intraionic 4f electronic shell, the corresponding coupling constants equal V= -1.1 MHz [8], C--1.764 GHz [7].…”
Section: Single-ion Spectral Parametersmentioning
confidence: 99%
“…(1) is the electronic Zeeman energy (/.t Bis the Bohr magneton, gj is the Lande factor, J is the total etectronic angular momentum), and the last two temas represent the nuclear hyperfine interactior, of 165Ho. For the free ion, the constant A of the magnetic hyperfine interaction equals 0.812 GHz [7]. The Hamiltonian of the quadrupole hyperfine interaction contains energies of interaction of the nuclear quadrupole moment with the gradient of the crystal electric field and with the intraionic 4f electronic shell, the corresponding coupling constants equal V= -1.1 MHz [8], C--1.764 GHz [7].…”
Section: Single-ion Spectral Parametersmentioning
confidence: 99%
“…Here A(L, S, J) is the magnetic dipole hyperfine constant (in the free ion A( 3 H 4 ) = 1.093 GHz [14], the corresponding hyperfine constants for other multiplets are obtained using this value and neglecting the core electron polarization contributions which do not exceed 1.5 % of the 4f electron contributions [15]), Q = −5.9 × 10 −30 m 2 [14] is the nuclear quadrupole moment, γ = −70 ± 10 is the Sternheimer antishielding factor [16], α J are reduced matrix elements of the second rank spherical operators, r p are moments of the radial wave function of the 4f electrons calculated in [17], and the electric field gradient at the Pr 3+ nucleus equals…”
Section: Crystal Field Calculationsmentioning
confidence: 99%
“…2), we can find the hypenŸ interaction constant Aj = (gj/g)A = 565 MHz in the ground multiplet 7F 6 of Tb 3+ ion with the Lande factor gr = 3/2. This value is close to the hyperfine constant of a free Tb 3+ ion, Ar = 530 MHz[4], and gives a direct evidence that the observed spectrum belongs to terbium centers. By comparing the calculated resonance frequencies v~, [(g~tBB~ + Am)Z + A2]1=) with the measured field dependences vm(Bo) (seeFig.…”
mentioning
confidence: 57%