1993
DOI: 10.1088/0953-8984/5/26/027
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A high-resistivity phase induced by swift heavy-ion irradiation of Bi: a probe for thermal spike damage?

Abstract: Pure bismuth samples were irradiated at 20 K with swift heavy ions from 18O to 238U in the GeV range. The rate of the induced damage was deduced from in situ electrical resistance measurements. Above a threshold in the electronic stopping power Se equal to 24 keV nm-1, the damage is due to electronic slowing down. Above 30 keV nm-1, the electronic slowing down is efficient enough to induce latent tracks attributed to the appearance of a high-resistivity phase. The induced latent tracks radii can be up to 21.9 … Show more

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Cited by 133 publications
(125 citation statements)
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“…A͑r , t͒ is related to the kinetic energy of the projectiles thermalized in the electron system within about 10 −15 s. A͑r , t͒ is normalized to ensure that the integration in space and time is equal to the total energy loss S e . 34 The two differential equations are solved numerically as a function of space and time interval ͑dt͒, using the electronphonon coupling term g. 20,[34][35][36] The energy deposited on the electrons is followed assuming the known thermal conductivity. Via the specific heat, the difference in temperature between the electron and lattice subsystems ͓T e ͑r , t͒ − T a ͑r , t − dt͔͒ multiplied by ͑g ϫ dt͒ gives the part of the energy transferred to the atomic subsystem during dt.…”
Section: Criterion For Etchability and The Inelastic Thermal Spikementioning
confidence: 99%
“…A͑r , t͒ is related to the kinetic energy of the projectiles thermalized in the electron system within about 10 −15 s. A͑r , t͒ is normalized to ensure that the integration in space and time is equal to the total energy loss S e . 34 The two differential equations are solved numerically as a function of space and time interval ͑dt͒, using the electronphonon coupling term g. 20,[34][35][36] The energy deposited on the electrons is followed assuming the known thermal conductivity. Via the specific heat, the difference in temperature between the electron and lattice subsystems ͓T e ͑r , t͒ − T a ͑r , t − dt͔͒ multiplied by ͑g ϫ dt͒ gives the part of the energy transferred to the atomic subsystem during dt.…”
Section: Criterion For Etchability and The Inelastic Thermal Spikementioning
confidence: 99%
“…The number of created defects was determined [4,9] by measuring in situ the resistivity increment ∆ρ as a function of the ion fluence Φ ×t, where Φ is the flux of incident particle and t -the time of irradiation. Such a number, normalized by the theoretical number of defects created by nuclear collisions (TRIM cascade [7]), is defined as the damage efficiency.…”
Section: Defect Annealingmentioning
confidence: 99%
“…Bismuth [4,11] material was especially experimentally studied to be compared with the inelastic thermal spike model due to its low value of energy to melt (∼ 0.38 eV/atom as compared to ∼ 0.75 eV/atom for Fe). As done for the iron, the rate of damage creation in Bi, irradiated at two different temperatures, 20 K and 100 K, was determined by measuring the resistivity increment ∆ρ in situ as a function of the ion fluence Φ × t. Applying also the same analysis, the damage efficiencies were plotted versus S e (Fig.…”
Section: Temperature Of Irradiation: Application To Bimentioning
confidence: 99%
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