2019
DOI: 10.1088/1361-648x/aafada
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Interaction of surface plasmon–phonon polaritons with terahertz radiation in heavily doped GaAs epilayers

Abstract: We report on experimental studies of the surface plasmon-phonon polariton excitations in heavily doped GaAs epitaxial layers. Reflection and emission of radiation in the frequency range of 2–19 THz were investigated for samples with surface-relief grating, as well as for samples with planar surface. The reflectivity spectrum for p-polarized radiation measured for the sample with the surface-relief grating demonstrates a set of resonances attributed to excitations of different surface plasmon-phonon polariton m… Show more

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Cited by 7 publications
(2 citation statements)
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“…The plasmon frequency (ω p ) is determined by the concentration of free carriers, following the formula , where n , e , ε ∞ , and m * represent the electron concentration of CdS NR, elementary charge, high-frequency dielectric constant of CdS, and electron effective mass of CdS, respectively (see the detailed values in Table S2). , According to this formula, the plasmon frequency of intrinsic CdS NR with electron concentration of 7 × 10 16 cm –3 is deduced to be 83 cm –1 . After SCTD, the plasmon frequency of the CdS NR monotonically increases (or decreases) as the electron concentration in the CdS NR increases (or decreases) (Table S3).…”
Section: Resultsmentioning
confidence: 99%
“…The plasmon frequency (ω p ) is determined by the concentration of free carriers, following the formula , where n , e , ε ∞ , and m * represent the electron concentration of CdS NR, elementary charge, high-frequency dielectric constant of CdS, and electron effective mass of CdS, respectively (see the detailed values in Table S2). , According to this formula, the plasmon frequency of intrinsic CdS NR with electron concentration of 7 × 10 16 cm –3 is deduced to be 83 cm –1 . After SCTD, the plasmon frequency of the CdS NR monotonically increases (or decreases) as the electron concentration in the CdS NR increases (or decreases) (Table S3).…”
Section: Resultsmentioning
confidence: 99%
“…Nevertheless, the increase in temperature of the material can lead to a high density of hot electrons excited in the conduction band and becoming quasi-free electrons. Then, the collective oscillation modes of these electrons couple with the optical phonon modes to give rise to hybrid surface electromagnetic modes known as surface plasmon-phonon-polariton (SPPP) modes, whose properties can be significantly different from those of SPP and SPhP modes [25][26][27][28]. Moreover, increasing the temperature increases the phonon and electron scattering rates, and increasing the free carrier density increases the phonon-electron scattering rate, which affects the characteristics of surface electromagnetic waves.…”
Section: Introductionmentioning
confidence: 99%