1998
DOI: 10.4028/www.scientific.net/ssp.61-62.193
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Phonons in Thin Layered Structures

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“…We will look at the same Green's functions and use the same procedure for their determination. Taking into account the border conditions (7) and expressions for Hamiltonian (1) as well as the equation of motion (2), we arrive at the equation for the requested Green's functions [12,13]. After full time and now only partial spatial Fourier transform of these equations, we arrive at:…”
Section: Figure 3 Model Of Symmetric Nano-filmmentioning
confidence: 99%
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“…We will look at the same Green's functions and use the same procedure for their determination. Taking into account the border conditions (7) and expressions for Hamiltonian (1) as well as the equation of motion (2), we arrive at the equation for the requested Green's functions [12,13]. After full time and now only partial spatial Fourier transform of these equations, we arrive at:…”
Section: Figure 3 Model Of Symmetric Nano-filmmentioning
confidence: 99%
“…cos y ak on abscissas. In Figure 4, the dispersion laws are presented, more precisely: for non-perturbed (left), x -perturbed (in the middle) and for d - it is called activation energy gap [9][10][11][12]. The number of possible exciton states corresponds to the number of crystallographic planes of this film along the z -axis.…”
Section: Figure 3 Model Of Symmetric Nano-filmmentioning
confidence: 99%
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