2013
DOI: 10.1063/1.4772596
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A first principles study of the lattice stability of diamond-structure semiconductors under intense laser irradiation

Abstract: Using density-functional linear-response theory, we calculated the phonon dispersion curves for the diamond structural elemental semiconductors of Ge, C and zinc-blende structure semiconductors of GaAs, InSb at different electronic temperatures. We found that the transverse-acoustic phonon frequencies of C and Ge become imaginary as the electron temperature is elevated, which means the lattices of C and Ge become unstable under intense laser irradiation. These results are very similar with previous theoretical… Show more

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Cited by 11 publications
(10 citation statements)
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“…42 Consequently, the dipoles induce the electric field and influence the LO-TO splitting degree (δω) which assesses the ionic strength of ionic crystals at Γ point. 8,11 In Table II, he phonon frequencies at the high symmetry Γ point for ZnX at T e = 0 eV are consistent with the previous calculated values by groups. 8,45 The calculated TO and LO phonon frequencies at Γ point are 385 cm -1 and 509 cm -1 for ZnO, 264 cm -1 and 330 cm -1 for ZnS, 195 cm -1 and 235 cm -1 for ZnSe, 177 cm -1 and 202 cm -1 for ZnTe, respectively, which are close to the experimental values of 276 cm -1 (TO) for ZnS, 47 213 cm -1 (TO) for ZnSe, 26,46 177 cm -1 (TO) for ZnTe.…”
supporting
confidence: 89%
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“…42 Consequently, the dipoles induce the electric field and influence the LO-TO splitting degree (δω) which assesses the ionic strength of ionic crystals at Γ point. 8,11 In Table II, he phonon frequencies at the high symmetry Γ point for ZnX at T e = 0 eV are consistent with the previous calculated values by groups. 8,45 The calculated TO and LO phonon frequencies at Γ point are 385 cm -1 and 509 cm -1 for ZnO, 264 cm -1 and 330 cm -1 for ZnS, 195 cm -1 and 235 cm -1 for ZnSe, 177 cm -1 and 202 cm -1 for ZnTe, respectively, which are close to the experimental values of 276 cm -1 (TO) for ZnS, 47 213 cm -1 (TO) for ZnSe, 26,46 177 cm -1 (TO) for ZnTe.…”
supporting
confidence: 89%
“…Consequently, laser-induced ultrafast phase transition in semiconductors is the non-thermal phase transition that is different from the conventional thermal transition. 11 That the laser-semiconductor interaction lead to the athermal transition has been confirmed. 12,13 Even though considerable experimental and theoretical work on ZnX, there appear to be limited theoretical studies on the excitation effect of ultrafast intense laser irradiation on ZnX in the literature.…”
mentioning
confidence: 95%
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“…The critical electronic temperature of the complete transverse acoustic branch becoming imaginary for fcc β -cristobalite is between 1.5 eV and 2.0 eV. Similar studies [16,27,28] have been conducted for semiconductors Si, C, Ge, InSb, and GaAs, and similar results have been obtained for them.…”
Section: Lattice Dynamical Properties Of β -Cristobalite Crystal Unde...supporting
confidence: 71%
“…Their studies showed that extreme carrier densities destabilize the crystal structure and lead to non-thermal melting of InSb. In addition, theoretical investigations have found that the transverse acoustic mode of several semiconductors, [14][15][16] such as C, Si, Ge, GaAs, and InSb, becomes unstable if about more than 9% of the valence electrons are excited into the conduction band. But neither experiments nor calculations are available to find out whether cristobalite undergoes such a non-thermal melting transition as semiconductors C, Si, Ge, GaAs, and InSb [14][15][16][17] at the excitation levels of > 9% of the valence electrons.…”
Section: Introductionmentioning
confidence: 99%