In this thesis, applications of the Monte Carlo and molecular dynamics simulation methods on different surface and near surface phenomena are presented. Monte Carlo simulation is used to investigate positron and electron slowing down in solid matter. The description of elastic scattering is based on accurate cross sections of effective crystalline atom potentials. Inelastic processes are described separately for each energy level by Gryzinski's excitation function. Various materials are studied and several electron and positron slowing down parameters and distributions are extracted. For example, backscattering and transmission energy and angular distributions, backscattering and transmission yields, and penetration depth and energy deposit...
In electron microscopy an electron-beam impinges on a solid target. Each individual electron loses e...
We have performed Monte- Carlo simulations of slow electrons impinging on semi- infinite aluminum an...
Monte Carlo (MC) technique allows solving mathematical and physical problems of great complexity. On...
There is a strong practical motivation for Monte-Carlo simulation of positron implantation in solids...
This colloquium describes an approach to incorporate into radiation damage models the effe...
Theoretical data for positron scattering from a thin silicon film and semi-infinite silicon are pres...
The interaction of energetic particles and clusters with metal surfaces has been investigated using ...
A Monte Carlo procedure to simulate the penetration and energy loss of low¿energy electron beams thr...
We present Monte Carlo simulation of low energy electrons backscattered from platinum (Pt) surface. ...
A Monte-Carlo simulation of positron diffusion in layered structures is described. This simulation i...
Abstract A mixed algorithm for Monte Carlo simulation of relativistic electron and positron transpor...
We present Monte Carlo simulation of low energy electrons backscattered from platinum (Pt) surface. ...
This volume is an extended edition of a book published in 2014 (first edition) and 2017 (second edit...
This new edition describes all the mechanisms of elastic and inelastic scattering of electrons with ...
We have performed Monte- Carlo simulations of slow electrons impinging on semi- infinite aluminum an...
In electron microscopy an electron-beam impinges on a solid target. Each individual electron loses e...
We have performed Monte- Carlo simulations of slow electrons impinging on semi- infinite aluminum an...
Monte Carlo (MC) technique allows solving mathematical and physical problems of great complexity. On...
There is a strong practical motivation for Monte-Carlo simulation of positron implantation in solids...
This colloquium describes an approach to incorporate into radiation damage models the effe...
Theoretical data for positron scattering from a thin silicon film and semi-infinite silicon are pres...
The interaction of energetic particles and clusters with metal surfaces has been investigated using ...
A Monte Carlo procedure to simulate the penetration and energy loss of low¿energy electron beams thr...
We present Monte Carlo simulation of low energy electrons backscattered from platinum (Pt) surface. ...
A Monte-Carlo simulation of positron diffusion in layered structures is described. This simulation i...
Abstract A mixed algorithm for Monte Carlo simulation of relativistic electron and positron transpor...
We present Monte Carlo simulation of low energy electrons backscattered from platinum (Pt) surface. ...
This volume is an extended edition of a book published in 2014 (first edition) and 2017 (second edit...
This new edition describes all the mechanisms of elastic and inelastic scattering of electrons with ...
We have performed Monte- Carlo simulations of slow electrons impinging on semi- infinite aluminum an...
In electron microscopy an electron-beam impinges on a solid target. Each individual electron loses e...
We have performed Monte- Carlo simulations of slow electrons impinging on semi- infinite aluminum an...
Monte Carlo (MC) technique allows solving mathematical and physical problems of great complexity. On...