The transport of high energy heavy (HZE) ions through bulk materials is studied neglecting energy dependence of the nuclear cross sections. A three term perturbation expansion appears to be adequate for most practical applications for which penetration depths are less than 30 g per sq cm of material. The differential energy flux is found for monoenergetic beams and for realistic ion beam spectral distributions. An approximate formalism is given to estimate higher-order terms
For extended manned space missions, the radiation shielding design requires efficient and accurate c...
A monoenergetic version of the BRYNTRN transport code is extended to beam transport of light ions (H...
The galactic heavy ion transport code (GCRTRN) and the nucleon transport code (BRYNTRN) are integrat...
An analytic solution for high energy heavy ion transport assuming straightahead and velocity conserv...
A nonperturbative analytic solution of the high charge and energy (HZE) Green's function is used to ...
The development of the theory of high charge and energy (HZE) ion transport is reviewed. The basic s...
A theoretical description of the transport of high-charge and high-energy (HZE) ion bombardment of b...
A nonperturbative analytic solution of the high charge and energy (HZE) Green's function is used to ...
An as yet unsolved problem in space radiation protection is the necessary relation between the exter...
Attempts are made to model the transport problem for heavy ion beams in various targets, employing t...
The main emphasis is on developing general methods for accurately predicting high-energy heavy ion (...
Although heavy ion transport theory is developed to a relatively advanced stage, the present limitat...
An energy-dependent, perturbation expansion solution for heavy ion transport in one dimension is use...
It is shown that most of the energy deposited by fast charged particles traversing matter occurs thr...
Ion beam transport theory allows testing of material transmission properties in the laboratory envir...
For extended manned space missions, the radiation shielding design requires efficient and accurate c...
A monoenergetic version of the BRYNTRN transport code is extended to beam transport of light ions (H...
The galactic heavy ion transport code (GCRTRN) and the nucleon transport code (BRYNTRN) are integrat...
An analytic solution for high energy heavy ion transport assuming straightahead and velocity conserv...
A nonperturbative analytic solution of the high charge and energy (HZE) Green's function is used to ...
The development of the theory of high charge and energy (HZE) ion transport is reviewed. The basic s...
A theoretical description of the transport of high-charge and high-energy (HZE) ion bombardment of b...
A nonperturbative analytic solution of the high charge and energy (HZE) Green's function is used to ...
An as yet unsolved problem in space radiation protection is the necessary relation between the exter...
Attempts are made to model the transport problem for heavy ion beams in various targets, employing t...
The main emphasis is on developing general methods for accurately predicting high-energy heavy ion (...
Although heavy ion transport theory is developed to a relatively advanced stage, the present limitat...
An energy-dependent, perturbation expansion solution for heavy ion transport in one dimension is use...
It is shown that most of the energy deposited by fast charged particles traversing matter occurs thr...
Ion beam transport theory allows testing of material transmission properties in the laboratory envir...
For extended manned space missions, the radiation shielding design requires efficient and accurate c...
A monoenergetic version of the BRYNTRN transport code is extended to beam transport of light ions (H...
The galactic heavy ion transport code (GCRTRN) and the nucleon transport code (BRYNTRN) are integrat...