2006 Conference on Lasers and Electro-Optics and 2006 Quantum Electronics and Laser Science Conference 2006
DOI: 10.1109/cleo.2006.4628477
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Phonon-assisted two-photon absorption in the presence of a DC-field: The nonlinear franz-keldysh effect in indirect gap semiconductors

Abstract: The absorption coefficient of a two-photon excitation in which phonons participate during the transition is calculated for an indirect-gap semiconductor under a uniform DC-Field. Below Eg/2 tunneling is found, while above Eg/2 Franz-Keldysh oscillations are absent.

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Cited by 12 publications
(22 citation statements)
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“…Scaling of Kerr and TPA parameters γ and r with wavelength. Solid lines are fit using indirect band-gap parabolic-band models [42], [43]. τ ph = 1/α v g , where α = α + θ/L is the effective loss per unit length (intrinsic plus coupling).…”
Section: Appendix a Parameters In Normalized Llementioning
confidence: 99%
“…Scaling of Kerr and TPA parameters γ and r with wavelength. Solid lines are fit using indirect band-gap parabolic-band models [42], [43]. τ ph = 1/α v g , where α = α + θ/L is the effective loss per unit length (intrinsic plus coupling).…”
Section: Appendix a Parameters In Normalized Llementioning
confidence: 99%
“…From recent calculations [37], the N ph -photon process in a direct transition can be viewed as a single-photon process with an energy gap rescaled to E G /N ph , where N ph is the number of photons. In other words, (E Pump + E Probe )/2 = E ′ in the present two beam case, where E ′ is a rescaled energy.…”
Section: D Interpretation Of Spectra At Coincidencementioning
confidence: 99%
“…Each point in the graph is the arithmetic mean of the TPA coefficient determined from several pairs of transmission measurements taken in both directions, where the error bars are the standard deviation of the individual pair-wise measurements. We fit our data by following [11] and assuming that the dominant contribution to the TPA comes from phonon assisted two-photon allowedallowed transitions across the lowest indirect bandgap. In addition, we include contributions from both transverse acoustic (E TA ph /k B = 212 K) and transverse optical (E TO ph /k B = 670 K) phonon branches [28]:…”
Section: A Two-photon Absorptionmentioning
confidence: 99%
“…A variety of nonlinear photonic applications have been demonstrated in silicon, including optical frequency combs [1], all-optical switching [2], all-optical logic [3], parametric amplification [4] and parametric photon-pair sources [5,6] for quantum information processing. Driven by these applications, there has been a considerable effort to accurately measure [7][8][9] and model [10][11][12] the nonlinear optical properties of silicon. Although these studies have focused on room temperature measurements, some investigations of the temperature dependence of the one-and two-photon indirect absorption coefficient at a wavelength of 1.06 µm [13,14] and free-carrier lifetime [15] have been performed.…”
Section: Introductionmentioning
confidence: 99%