2015
DOI: 10.1016/j.nimb.2015.02.010
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Channeling and quasi-characteristic radiation of charged particles in charged axes of CsCl-type ionic crystals

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Cited by 9 publications
(4 citation statements)
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“…This formula was obtained in the dipole approximation on the basis of [10] by analogy with the corresponding expressions in [8,12]. Here…”
Section: Calculation Of Cr Spectramentioning
confidence: 99%
“…This formula was obtained in the dipole approximation on the basis of [10] by analogy with the corresponding expressions in [8,12]. Here…”
Section: Calculation Of Cr Spectramentioning
confidence: 99%
“…At the calculation of planar interaction potentials in the crystals with a zinc blende structure, oneparticle potentials for positively and negatively charged ions can be written using the following Moliere approximation: φ ± (r) = {[Z ± − (±α)] e/r } 3 j=1 α j exp −β j r/b ± ± αe/r, where α j and β j we get, for example, from [4], b ± = 0, 8853Z −1/3 ± a 0 -Tomas-Fermi radii, correspondingly, for positively and negatively charged ions, a 0 -Bohr radius, Z ± -atomic numbers of their nuclei, αthe crystal ionicity degree [5]. Further we execute standard procedures of averaging by planes and by thermal oscillations [4] (here the contribution from long-range Coulomb potentials is taken into account on the basis of the technique described in [3,6]). As a result, we find electrons interaction potentials with main charged (100) and (111) planes presented in figure 1a in a conditional cubic cell (see, for example, [7]) by blue and green colors, correspondingly.…”
Section: The Investigation Of Electrons Interaction Potentials In The...mentioning
confidence: 99%
“…For the electrons with Lorentz-factors γ = 25, 50, 75 the transverse energy levels and corresponding wave functions in main isolated charged (100) and (111) planes were calculated numerically for all the investigated crystals with a zinc blende-type structure as a result of solving the Sturm-Liouville problem − (p (ξ) ψ (ξ)) + q (ξ) ψ (ξ) = λr (ξ) ψ (ξ), which reduces to the Schrödinger equation −ψ (ξ) + ζU (ξ) ψ (ξ) = ζE ψ (ξ) at p (ξ) = 1, q (ξ) = ζU (ξ), r (ξ) = ζ and λ = E, where ζ = 8πµγd 2 /h 2 . The similar numerical calculation was carried out in [6] in the case of single-string approximation.…”
Section: Jinst 13 C04010 3 the Numerical Calculation Of A Transverse ...mentioning
confidence: 99%
“…Quantum mechanical calculation of spectral distributionsUsing formulas (3.2)-(3.4) from paragraph 3.1, and based on a technique repeatedly tested in the works of the authors (see, for example,[11][12][13][14]), this study performed the calculation of spontaneous radiation spectra during the channeling of positrons with a Lorentz-factor γ = 10 4 in non-chiral CNTs of types (8, 0), (10, 0),(12, 0). The obtained results are presented in figure3a.…”
mentioning
confidence: 99%