The new version of the HZETRN deterministic transport code based on Green's function methods, and the incorporation of ground-based laboratory boundary conditions, has lead to the development of analytical and numerical procedures to include off-axis dispersion of primary ion beams due to small-angle multiple Coulomb scattering. In this paper we present the theoretical formulation and computational procedures to compute ion beam broadening and a methodology towards achieving a self-consistent approach to coupling multiple scattering interactions with ionization energy loss and straggling. Our initial benchmark case is a 60 MeV proton beam on muscle tissue, for which we can compare various attributes of beam broadening with Monte Carlo simul...
Ion energy straggling is accomodated in condensed history (CH) Monte Carlo simulation by sampling en...
A pencil beam model for the calculation of the lateral scattering in water of protons for any therap...
The well-known Bragg-Kleeman rule RCSDA = A ⋅ E has become a pioneer work in radiation physics of ch...
For many years work has been conducted on developing a concise theory and method for HZE ion transpo...
A nonperturbative analytic solution of the high charge and energy (HZE) Green's function is used to ...
Background and purpose: Monte Carlo simulations as well as analytical computations of proton transpo...
Purpose: Accurate modeling of multiple Coulomb scattering (MCS) of heavy charged particles is impera...
We use a simulation code, based on Molecular Dynamics and Monte Carlo, to investigate the depth-dose...
Ion beam transport theory allows testing of material transmission properties in the laboratory envir...
PURPOSE: We investigate the possibility to improve the accuracy of the lateral dose profile for 4He ...
AbstractThe present paper is focused on the mathematical modeling of the charged particle transport ...
Monte Carlo simulations are increasingly used for dose calculations in proton therapy due to its inh...
An analytic solution for high energy heavy ion transport assuming straightahead and velocity conserv...
A nonperturbative analytic solution of Green's function for heavy ion transport in a single medium i...
In this study, a proton pencil beam dose calculation algorithm was developed for a parallel, monoene...
Ion energy straggling is accomodated in condensed history (CH) Monte Carlo simulation by sampling en...
A pencil beam model for the calculation of the lateral scattering in water of protons for any therap...
The well-known Bragg-Kleeman rule RCSDA = A ⋅ E has become a pioneer work in radiation physics of ch...
For many years work has been conducted on developing a concise theory and method for HZE ion transpo...
A nonperturbative analytic solution of the high charge and energy (HZE) Green's function is used to ...
Background and purpose: Monte Carlo simulations as well as analytical computations of proton transpo...
Purpose: Accurate modeling of multiple Coulomb scattering (MCS) of heavy charged particles is impera...
We use a simulation code, based on Molecular Dynamics and Monte Carlo, to investigate the depth-dose...
Ion beam transport theory allows testing of material transmission properties in the laboratory envir...
PURPOSE: We investigate the possibility to improve the accuracy of the lateral dose profile for 4He ...
AbstractThe present paper is focused on the mathematical modeling of the charged particle transport ...
Monte Carlo simulations are increasingly used for dose calculations in proton therapy due to its inh...
An analytic solution for high energy heavy ion transport assuming straightahead and velocity conserv...
A nonperturbative analytic solution of Green's function for heavy ion transport in a single medium i...
In this study, a proton pencil beam dose calculation algorithm was developed for a parallel, monoene...
Ion energy straggling is accomodated in condensed history (CH) Monte Carlo simulation by sampling en...
A pencil beam model for the calculation of the lateral scattering in water of protons for any therap...
The well-known Bragg-Kleeman rule RCSDA = A ⋅ E has become a pioneer work in radiation physics of ch...