1996
DOI: 10.1063/1.363338
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Transient picosecond/subpicosecond Raman scattering studies of nonequilibrium electron distributions and phonons in CdTe

Abstract: Nonequilibrium electron distributions and phonons in CdTe have been studied by transient picosecond/subpicosecond Raman spectroscopy at T=300 K. Our experimental results show that for photoexcited electron–hole density of n≂1018 cm−3, the electron distributions can be reasonably well described by Fermi–Dirac distribution functions with effective electron temperature substantially higher than the lattice temperature. From an ensemble Monte Carlo analysis of the nonequilibrium phonon population as a function of … Show more

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Cited by 11 publications
(3 citation statements)
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“…The population of electrons and holes around the zone center Γ across the direct band gap results in a negative Δ n by the FC and BF effects and a positive Δ n by the BGR at 1030 nm (Figure A), leading to a negative total contribution when the density is larger than 1.4 × 10 18 cm –3 , which is consistent with the experimental observation (Figure ). The LT-induced effect is estimated by considering the transfer of the carriers’ excess energy to the lattice in a few picoseconds (generation of multiple optical phonons and their relaxation; also, the time when the TR data reach minimum in Figures A and ), given by where N peak is the peak value of the deduced carrier density, ρ is the density of CdTe, C latt is the specific heat of CdTe, and E F c and E F v are the Fermi energies of the electrons and holes in the conduction and valence bands, respectively. At the present fluence, Δ T is less than 1 deg and therefore Δ n LT only affects slightly the asymptotic value of N ( t ) after hundreds of picoseconds.…”
Section: Resultsmentioning
confidence: 99%
“…The population of electrons and holes around the zone center Γ across the direct band gap results in a negative Δ n by the FC and BF effects and a positive Δ n by the BGR at 1030 nm (Figure A), leading to a negative total contribution when the density is larger than 1.4 × 10 18 cm –3 , which is consistent with the experimental observation (Figure ). The LT-induced effect is estimated by considering the transfer of the carriers’ excess energy to the lattice in a few picoseconds (generation of multiple optical phonons and their relaxation; also, the time when the TR data reach minimum in Figures A and ), given by where N peak is the peak value of the deduced carrier density, ρ is the density of CdTe, C latt is the specific heat of CdTe, and E F c and E F v are the Fermi energies of the electrons and holes in the conduction and valence bands, respectively. At the present fluence, Δ T is less than 1 deg and therefore Δ n LT only affects slightly the asymptotic value of N ( t ) after hundreds of picoseconds.…”
Section: Resultsmentioning
confidence: 99%
“…Other techniques such as photoreflectance [10,11], reflectance-difference [12], Raman spectroscopy [13,14], Raman spectroscopy using transient subpicosecond/picosecond [15], reflectivity and picosecond time-resolved photoluminescence [16], transmission, modulated transmission [17] and resonant spin-flip Raman scattering [18] have also been applied to study the II-VI semiconductors.…”
Section: Introductionmentioning
confidence: 99%
“…Techniques as Photoreflectance(PR) [9,10], Reflectance-Difference(RD) [11], Raman spectroscopy [12,13], Raman spectroscopy using transient subpicosecond/picosecond [14], reflectivity and picosecond time-resolved photoluminescence [15], transmission, modulated transmission [16], and resonant spinflip Raman scattering [17] also have been used to investigated the II-VI semiconductors.…”
Section: Introductionmentioning
confidence: 99%