1969
DOI: 10.1063/1.1652792
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Calculations of Two-Photon Conductivity in Semiconductors

Abstract: The photoconductivity produced in some direct-band-gap semiconductors by the two-photon absorption process is investigated theoretically and found to be a very complicated function of the crystal parameters, the excitation photon energy, and the light excitation intensity. An application of the theory to a GaAs crystal is carried out.

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Cited by 13 publications
(1 citation statement)
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“…In the case of high-power laser applications, calculations show that two-photon absorption in pristine semiconductors is a fundamental limitation regarding third-order nonlinear processes such as all-optical switching phenomena in the photon energy range between E gap/2 -E gap . 9,10 In our study, the magnitude of ␤() was observed to be negligible for photon energies below E gap/2 ; above this energy, the dispersion displayed a functional dependence on photon energy that has been observed in both zinc blende and wurtzite semiconductor crystals. In addition to the technological implications, a number of recent nonlinear absorption studies of semiconducting structures has also shown that ␤() can be used as a complementary spectroscopic probe to the more common linear absorption measurements since the selection rules for the two processes are different.…”
Section: ͓S0003-6951͑96͒04240-4͔supporting
confidence: 64%
“…In the case of high-power laser applications, calculations show that two-photon absorption in pristine semiconductors is a fundamental limitation regarding third-order nonlinear processes such as all-optical switching phenomena in the photon energy range between E gap/2 -E gap . 9,10 In our study, the magnitude of ␤() was observed to be negligible for photon energies below E gap/2 ; above this energy, the dispersion displayed a functional dependence on photon energy that has been observed in both zinc blende and wurtzite semiconductor crystals. In addition to the technological implications, a number of recent nonlinear absorption studies of semiconducting structures has also shown that ␤() can be used as a complementary spectroscopic probe to the more common linear absorption measurements since the selection rules for the two processes are different.…”
Section: ͓S0003-6951͑96͒04240-4͔supporting
confidence: 64%