The familiar results of effective charge theory of the electronic stopping of heavy ions in solids have hitherto been based on the target model of a homogeneous electron gas. The `heavy ion scaling rule' and experimental proton data were used to incorporate the major information on the polarization of real target materials. Introducing Kaneko's generalized target dielectric functions provides a description of the physical processes from a more ab initio point of view. We propose three refinements of his theory to explain heavy ion stopping data: (i) a correction to introduce band gaps in the target susceptibilities, (ii) a model to exclude the target polarization nearby the ion nucleus from the calculation, and (iii) generalized s...
Binary theory of electronic stopping, developed recently with the aim of quantifying stopping forces...
[[abstract]]©2001 APS - Based on the dielectric response theory, electronic stopping powers of solid...
The self-consistent electron-ion potential V(r) is calculated for H ions in an electron gas system a...
Two different types of descriptions can be used to calculate the slowing down of a projectile throug...
The determination of stopping powers for slow heavy ions in targets containing light elements is imp...
The effects of incident energetic particles, and the modification of materials under irradiation, ar...
The density effect for swift heavy ions in carbon target is analyzed from a stopping power theory po...
Energetic ions traveling in solids deposit energy in a variety of ways, being nuclear and electronic...
Many aspects of the interaction of charged particles with matter can be expressed in terms of the di...
The energy lost by a heavy projectile, with charge ZP, moving in a free-electron gas is studied with...
The self consistent electron ion potential V r is calculated for H ions in an electron gas system ...
In this paper we propose a nonperturbative approximation to electronic stopping power based on the c...
We use Ehrenfest dynamics and time-dependent density functional theory to calculate electronic stopp...
Electronic stopping powers of heavy ions in several media are deduced from the corresponding proton ...
We present a study of the stopping power of plasmas using two main approaches: the collisional (scat...
Binary theory of electronic stopping, developed recently with the aim of quantifying stopping forces...
[[abstract]]©2001 APS - Based on the dielectric response theory, electronic stopping powers of solid...
The self-consistent electron-ion potential V(r) is calculated for H ions in an electron gas system a...
Two different types of descriptions can be used to calculate the slowing down of a projectile throug...
The determination of stopping powers for slow heavy ions in targets containing light elements is imp...
The effects of incident energetic particles, and the modification of materials under irradiation, ar...
The density effect for swift heavy ions in carbon target is analyzed from a stopping power theory po...
Energetic ions traveling in solids deposit energy in a variety of ways, being nuclear and electronic...
Many aspects of the interaction of charged particles with matter can be expressed in terms of the di...
The energy lost by a heavy projectile, with charge ZP, moving in a free-electron gas is studied with...
The self consistent electron ion potential V r is calculated for H ions in an electron gas system ...
In this paper we propose a nonperturbative approximation to electronic stopping power based on the c...
We use Ehrenfest dynamics and time-dependent density functional theory to calculate electronic stopp...
Electronic stopping powers of heavy ions in several media are deduced from the corresponding proton ...
We present a study of the stopping power of plasmas using two main approaches: the collisional (scat...
Binary theory of electronic stopping, developed recently with the aim of quantifying stopping forces...
[[abstract]]©2001 APS - Based on the dielectric response theory, electronic stopping powers of solid...
The self-consistent electron-ion potential V(r) is calculated for H ions in an electron gas system a...