1985
DOI: 10.1080/00337578508222510
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A modified lattice potential model of electronically mediated sputtering

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Cited by 105 publications
(16 citation statements)
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“…A variation based on the core-penumbra model assumes a r Ϫ͑2Ϫ␥͒ dependence, with ␥ small. 17 Waligorski, Hamm, and Katz 18 proposed a semiempirical model in which the decay is slower for small r out to a certain radius where (r) is well described by a r Ϫ2 dependence. Then using (r)ϰ(dE/dx)/r 2 , one finds r 0 2 ϰ(dE/dx).…”
Section: Hit Modelmentioning
confidence: 99%
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“…A variation based on the core-penumbra model assumes a r Ϫ͑2Ϫ␥͒ dependence, with ␥ small. 17 Waligorski, Hamm, and Katz 18 proposed a semiempirical model in which the decay is slower for small r out to a certain radius where (r) is well described by a r Ϫ2 dependence. Then using (r)ϰ(dE/dx)/r 2 , one finds r 0 2 ϰ(dE/dx).…”
Section: Hit Modelmentioning
confidence: 99%
“…In the track structure models, the average energy density is approximated by a continuous and radially symmetric distribution of the energy deposited around the ion path. [15][16][17][18] The radius of the cylinder around the primary ion trajectory within which energy is transferred ͑ultratrack radius, R u ͒ is determined by the maximum range of the ␦ electrons perpendicular to the track. R u increases with ion velocity, 15 hence for the same dE/dx the deposited energy density in a single ion track is higher at low ion velocities than at high velocities.…”
Section: Introductionmentioning
confidence: 99%
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“…Such a dependence is obtained from theory employing the continuous slowing down approximation [4,6] for the secondary electrons, Monte Carlo simulations [5][6][7], as well as experiments performed in gases [8,9]. Several energy-transport mechanisms [10,11] have been advanced to describe the subsequent energy propagation and dissipation. However, no direct experimental determination of the initial or evolved energy distribution exists for targets in the condensed phase.…”
mentioning
confidence: 99%
“…Other approaches are based (i) on the statistical deposition of the energy in electronic processes in order to account for some results in the "low velocity" regime [34], (ii) the role of target inner shell electron excitation which creates strong ionisation and leads to some damage creation [35], (iii) excitor interaction [36], (iv) the shock-wave model [37], (v) the core plasma model [38], (vi) a modified lattice potential [39].…”
Section: A Few Words About Possible Mechanisms By Which Defect Generamentioning
confidence: 99%