1987
DOI: 10.1088/0022-3700/20/13/026
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Electronic excitation as a resonant process: e-O2collisions

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Cited by 70 publications
(54 citation statements)
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“…This excitation mechanism is not only found in STM-induced spin flip. Similar excitation processes have been shown to be very efficient for spin-forbidden electronic excitations in electron-molecule collisions [18] or in surface processes [19], as well as for rotational IETS [20].The energy losses associated with the magnetic anisotropy in the presence of a magnetic field, B, have been modelled very efficiently in these systems [13,14] using the following Hamiltonian :Where E and D are two constants describing the effect of the environment on the spin direction, g is the gyromagnetic factor and µ B the Bohr magneton [13,14]. S is the spin operator of the adsorbate and S x,y,z its projections on the Cartesian axes.…”
mentioning
confidence: 79%
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“…This excitation mechanism is not only found in STM-induced spin flip. Similar excitation processes have been shown to be very efficient for spin-forbidden electronic excitations in electron-molecule collisions [18] or in surface processes [19], as well as for rotational IETS [20].The energy losses associated with the magnetic anisotropy in the presence of a magnetic field, B, have been modelled very efficiently in these systems [13,14] using the following Hamiltonian :Where E and D are two constants describing the effect of the environment on the spin direction, g is the gyromagnetic factor and µ B the Bohr magneton [13,14]. S is the spin operator of the adsorbate and S x,y,z its projections on the Cartesian axes.…”
mentioning
confidence: 79%
“…This excitation mechanism is not only found in STM-induced spin flip. Similar excitation processes have been shown to be very efficient for spin-forbidden electronic excitations in electron-molecule collisions [18] or in surface processes [19], as well as for rotational IETS [20].…”
mentioning
confidence: 99%
“…For NO and NO − the Morse parameters were taken from the Refs. [26,27,28]. All the constants entering in Eq.…”
Section: Theoretical Model and Numerical Detailsmentioning
confidence: 99%
“…20,21 In particular, the strong coupling approach yielded a physical view of the excitation mechanism and a detailed account of the great efficiency of tunneling electrons in inducing inelastic effects, as well as an account of the finite lifetime of magnetic excitations due to electron-hole pair creation; 22 this also brought forward the link between magnetic excitation and other angular momentum transfer processes in other surface and molecular physics problems. [23][24][25][26] Tunneling electrons should also be extremely efficient in inducing magnetic excitations in the case of a magnetic atom lattice, i.e., in the case of local spins coupled together via a ferromagnetic or an antiferromagnetic interaction. Several recent experimental studies have been devoted to such systems in one-dimension and for finite size; [3][4][5] they showed that indeed tunneling electrons were efficiently inducing magnetic transitions in finite size systems, in a way similar to the case of individual adsorbates.…”
Section: Introductionmentioning
confidence: 99%