Citations: The Stopping and Range of Ions in Matter

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H. Anderson and J. Ziegler, The Stopping and Ranges of Ions in Matter (Pergamon Press, 1977).

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GEANT4 Simulation Of Energy Losses Of Ions - Ivanchenko, Giani, Pia, Urban.. (1999) (Correct)

....peak, but no precise theory is available. So, an accurate simulation of energy losses at low energies (T p 2 MeV ) can only be based on experimental data. The data on the ionisation of protons and # particles in all available target atoms were reviewed and parameterised by J.F. Ziegler in 1977 [5, 6]. Old and more recent data were analysed in the ICRU report in 1993, and previous Ziegler s parameterisation coefficients were consequently upgraded [7] A later review of the energy losses of low energy heavy ions was also performed by J.F. Ziegler [9, 10] It was shown that the scaling relation ....

....the ion velocity. At the same time, for very slow ions the energy transfer to the nuclei of the medium (nuclear stopping power) is not negligible [9, 7] and must be taken into account. 3 Energy Loss of # Particles The accuracy of the data for the ionisation losses of # particles in all elements [6, 7] is comparable to the accuracy of the data for proton energy losses [5, 7] This provides the possibility of an accurate simulation of the # particle energy losses based on the experimental data and of a detailed check of the effective charge approach (3) In the GEANT4 energy loss model for # ....

[Article contains additional citation context not shown here]

J.F. Ziegler, The Stopping and Ranges of Ions in Matter. Vol.4, Pergamon Press, 1977.

GEANT4 Simulation Of Energy Losses Of Ions - Ivanchenko, Giani, Pia, Urban.. (1999) (Correct)

....peak, but no precise theory is available. So, an accurate simulation of energy losses at low energies (T p 2 MeV ) can only be based on experimental data. The data on the ionisation of protons and # particles in all available target atoms were reviewed and parameterised by J.F. Ziegler in 1977 [5, 6]. Old and more recent data were analysed in the ICRU report in 1993, and previous Ziegler s parameterisation coefficients were consequently upgraded [7] A later review of the energy losses of low energy heavy ions was also performed by J.F. Ziegler [9, 10] It was shown that the scaling relation ....

....to the nuclei of the medium (nuclear stopping power) is not negligible [9, 7] and must be taken into account. 3 Energy Loss of # Particles The accuracy of the data for the ionisation losses of # particles in all elements [6, 7] is comparable to the accuracy of the data for proton energy losses [5, 7]. This provides the possibility of an accurate simulation of the # particle energy losses based on the experimental data and of a detailed check of the effective charge approach (3) In the GEANT4 energy loss model for # particles the Bethe Bloch formula is used for kinetic energy T T 2 , where ....

[Article contains additional citation context not shown here]

H.H. Andersen and J.F. Ziegler, The Stopping and Ranges of Ions in Matter. Vol.3, Pergamon Press, 1977.

Effect Of Atomic Bonding On Defect Production In.. - Nordlund, Averback, Rubia (Correct)

.... Adams [9] and for Cu the potential by Sabochick and Lam [10] All many body potentials were fitted to a repulsive potential describing energetic short range interactions well; for Si and Ge we used potentials obtained from ab initio calculations [11] for Al and Cu the ZBL interatomic potential [12]. The collision cascades were initiated by giving one of the atoms in the lattice a recoil energy of 400 eV, 2 keV or 10 keV. We chose the initial recoil atom and its recoil velocity direction so that the resulting collision cascades remained within the cell boundaries. To obtain representative ....

....runs below 10 keV and 30 ps for the 10 keV runs. The electronic stopping power was included in the runs as a non local frictional force affecting all atoms with a kinetic energy higher than 10 eV. For Si we used an experimental stopping power [13] and for the other elements SRIM96 stopping powers [12, 14]. Interstitials and vacancies were recognized in the simulations using a Wigner Seitz cell analysis of the atom positions with respect to the lattice points defined by undisturbed simulation cell regions. An empty Wigner Seitz cell was labeled a vacancy and a cell with multiple atoms an ....

J. F. Ziegler, J. P. Biersack, and U. Littmark, The Stopping and Range of Ions in Matter (Pergamon, New York, 1985).

Heat spike and ballistic contributions to mixing in Si - Tarus, Nordlund.. (Correct)

.... recoil spectrum was obtained by simulating the interactions between amorphous silicon and ions with an efficient MD method [6] that has been described in detail in previously [7] The slowing down of impurities in Si was treated with the ZBL universal interatomic potential and SRIM96 slowing down [8,9]. The collisions of intrinsic recoils in silicon were treated with an experimental electronic slowing down [10] and an ab initio repulsive interatomic potential [11] The target was assumed to consist solely of amorphous silicon; the structure used was the 216 atom ab initio Si structure of ....

J. F. Ziegler, J. P. Biersack, and U. Littmark, The Stopping and Range of Ions in Matter (Pergamon, New York, 1985).

Molecular Dynamics Simulations of LATID Implants into Silicon - Phil Oldiges (Correct)

....to many commonly used ions and implant conditions, although few simulators are capable of simulating over all implant angles, energies, and implant species. Binary Collision Approximation (BCA) methods provide a fairly efficient means for calculating ion ranges, and have been used since the 1960 s [6 8]. In BCA calculations the movement of atoms is usually treated as a succession of individual collisions between the implanted ion and atoms in the sample. The selection process of the next colliding atom always involves several unphysical parameters that can not be directly determined from any ....

J.F. Ziegler et al., The Stopping and Range of Ions in Matter , Pergamon, New York, 1985.

Stable Massive Particles at Colliders - Fairbairn Kraan Milstead (Correct)

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H. Anderson and J. Ziegler, The Stopping and Ranges of Ions in Matter (Pergamon Press, 1977).

Depth Profile Reconstruction From Rutherford - Backscattering Data Toussaint (Correct)