1989
DOI: 10.1007/bf02405137
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Introduction to PAC/PAD

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Cited by 50 publications
(23 citation statements)
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“…Further details on TDPAD experiments can be found elsewhere. [18][19][20] Complementing the experimental measurements, we have performed first principle electronic structure calculations to examine the magnetic moment and hyperfine field of an Fe impurity embedded in the semiconductor hosts studied here. The calculations were performed within density functional theory, 22-24 using the augmented plane waves þ local orbitals (APW þ lo) method [24][25][26] as implemented in the WIEN2k package 27 to solve the scalar relativistic Kohn-Sham equations.…”
Section: Rðtþ ¼mentioning
confidence: 99%
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“…Further details on TDPAD experiments can be found elsewhere. [18][19][20] Complementing the experimental measurements, we have performed first principle electronic structure calculations to examine the magnetic moment and hyperfine field of an Fe impurity embedded in the semiconductor hosts studied here. The calculations were performed within density functional theory, 22-24 using the augmented plane waves þ local orbitals (APW þ lo) method [24][25][26] as implemented in the WIEN2k package 27 to solve the scalar relativistic Kohn-Sham equations.…”
Section: Rðtþ ¼mentioning
confidence: 99%
“…[18][19][20] The nuclear spins of the probes, thus produced, are aligned perpendicular to the beam direction and therefore yield anisotropic distribution of the decaying c-radiation. In the presence of extranuclear field, e.g., internal or external magnetic field, due to hyperfine interaction, the nuclear spin precesses with Larmor frequency x L , which in turn causes time dependent modulation of the c-ray intensity.…”
mentioning
confidence: 99%
“…Spin rotation spectra, R(t) were recorded in the temperature range 10 to 300 K by applying magnetic field of 2 T. Further details on the experimental method can be found in Ref. [5]. Measurements were performed in fcc and hcp Yb.…”
mentioning
confidence: 99%
“…The spectra show superposition of three frequency components arising from Mo atoms at different lattice sites. They were fitted by the function [5]: R(t) = i A i exp(−t/τ Ni )sin[2(ω Li t − θ)] to extract the amplitude A, Larmor frequency ω L and the nuclear spin relaxation time τ N of each component. Fig.2 shows the local susceptibilities,…”
mentioning
confidence: 99%
“…The angular correlation is disturbed if electric field gradients (EFG) act on Q or magnetic hyperfine fields ͑B hf ͒ on m [10]. These static hyperfine interactions lead to an oscillating perturbation [11]. In the case of a static B hf , the time dependent count rates C͑t͒ are modulated involving the Larmor frequency v L g N m N B hf ͞h; no external magnetic fields were applied in our experiments.…”
mentioning
confidence: 99%