A first-order approximation to the range and energy straggling of ion beams is given as a normal distribution for which the standard deviation is estimated from the fluctuations in energy loss events. The standard deviation is calculated by assuming scattering from free electrons with a long range cutoff parameter that depends on the mean excitation energy of the medium. The present formalism is derived by extrapolating Payne's formalism to low energy by systematic energy scaling and to greater depths of penetration by a second-order perturbation. Limited comparisons are made with experimental data
In this work we describe an extension of the convolution approximation for the ionization probabilit...
P(論文)Based on the dielectric function method, the analytical formulas are presented for the energy l...
The electronic energy loss and the straggling of the energy loss of the degenerate electron gas for ...
Ion energy straggling is accomodated in condensed history (CH) Monte Carlo simulation by sampling en...
A number of parameters of interest resulting from the penetration of charged particles through vario...
The present paper is focused on the mathematical modeling of the charged particle transport in nonun...
Since the energy spread of accelerated particle beams is not well known for tandem-type machines, we...
Ion beam transport theory allows testing of material transmission properties in the laboratory envir...
The energy straggling of heavy ion beams at tandem energies, passing through thin foils, has been st...
The results of the measurement of the energy straggling of low energy alpha particles in the polyato...
Bunching denotes a contribution to the fluctuation in electronic energy loss (straggling) of an ion ...
none3noThe Fokker-Planck equation describing a beam of charged particles entering a homogeneous medi...
The accurate reconstruction of the energy deposition of finite-divergence wide energy spectrum ion b...
A Monte Carlo code is developed which simulates the interactions and transport of electrons within a...
In this work we explore some unsolved problems in ion beam techniques involving backscattered proje...
In this work we describe an extension of the convolution approximation for the ionization probabilit...
P(論文)Based on the dielectric function method, the analytical formulas are presented for the energy l...
The electronic energy loss and the straggling of the energy loss of the degenerate electron gas for ...
Ion energy straggling is accomodated in condensed history (CH) Monte Carlo simulation by sampling en...
A number of parameters of interest resulting from the penetration of charged particles through vario...
The present paper is focused on the mathematical modeling of the charged particle transport in nonun...
Since the energy spread of accelerated particle beams is not well known for tandem-type machines, we...
Ion beam transport theory allows testing of material transmission properties in the laboratory envir...
The energy straggling of heavy ion beams at tandem energies, passing through thin foils, has been st...
The results of the measurement of the energy straggling of low energy alpha particles in the polyato...
Bunching denotes a contribution to the fluctuation in electronic energy loss (straggling) of an ion ...
none3noThe Fokker-Planck equation describing a beam of charged particles entering a homogeneous medi...
The accurate reconstruction of the energy deposition of finite-divergence wide energy spectrum ion b...
A Monte Carlo code is developed which simulates the interactions and transport of electrons within a...
In this work we explore some unsolved problems in ion beam techniques involving backscattered proje...
In this work we describe an extension of the convolution approximation for the ionization probabilit...
P(論文)Based on the dielectric function method, the analytical formulas are presented for the energy l...
The electronic energy loss and the straggling of the energy loss of the degenerate electron gas for ...