1999
DOI: 10.1134/1.1130922
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IR photoconductivity of C60 fullerene single crystals

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Cited by 2 publications
(4 citation statements)
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“…Indeed, the dislocation electrons play an important role in the photoplastic effect, i.e., in the increase of the deforming stress caused by illumination of colored alkali-halide crystals [7]. Investigations of the photoplastic effect in alkali-halides by the dislocation internal-friction technique revealed two principal mechanisms of the dislocation drag [8][9][10][11][12]. In the first mechanism, electrons released from F-centers are captured by different electron traps in the specimen bulk, thus forming photo-induced pinning centers that prevent the dislocation motion and lead to hardening of the crystal.…”
Section: Resultsmentioning
confidence: 99%
“…Indeed, the dislocation electrons play an important role in the photoplastic effect, i.e., in the increase of the deforming stress caused by illumination of colored alkali-halide crystals [7]. Investigations of the photoplastic effect in alkali-halides by the dislocation internal-friction technique revealed two principal mechanisms of the dislocation drag [8][9][10][11][12]. In the first mechanism, electrons released from F-centers are captured by different electron traps in the specimen bulk, thus forming photo-induced pinning centers that prevent the dislocation motion and lead to hardening of the crystal.…”
Section: Resultsmentioning
confidence: 99%
“…+ H dipole ), which describes the light-coupled component of the interacting material-radiation field system, is composed of the Hamiltonians of the interacting radiation field and the electric dipole moment of the radiative transition, given in the dipole approximation as: [50][51][52] state energies, g ðiÞ os is the linear coupling between the radiation field and the local electron density (i.e., n j ¼ c y 2ð2Þ c 2 ), M (i) s is the electric dipole matrix element associated with the transition between the two electronic levels, c y 1ð2Þ and c 1(2) are the creation and annihilation operators for a hole in electronic levels 1 and 2, a y j and a j are the creation and annihilation operators for a phonon with transition frequency o (i) s = (e 2 À e 1 )/h , N s is the total number of modes in the laser cavity associated with the modulation frequency o (i) s , the subscript s denotes the particular vibration mode that is excited, and the superscript i denotes whether or not this vibration mode is an intramolecular mode (i = 1) or an intermolecular mode (i = 2). In what follow, we only consider modulation frequencies o s that are tuned to the characteristic frequency of an intramolecular C-C stretching vibration o 0 = 215 meV (which is an optical vibration mode), [23][24][25]38,53,57,58 and drop the superscript i.…”
Section: Physical Modelmentioning
confidence: 99%
“…, ), M ( i ) s is the electric dipole matrix element associated with the transition between the two electronic levels, and c 1(2) are the creation and annihilation operators for a hole in electronic levels 1 and 2, and a j are the creation and annihilation operators for a phonon with transition frequency ω ( i ) s = ( ε 2 − ε 1 )/ ħ , N s is the total number of modes in the laser cavity associated with the modulation frequency ω ( i ) s , the subscript s denotes the particular vibration mode that is excited, and the superscript i denotes whether or not this vibration mode is an intramolecular mode ( i = 1) or an intermolecular mode ( i = 2). In what follow, we only consider modulation frequencies ω s that are tuned to the characteristic frequency of an intramolecular C–C stretching vibration ω 0 = 215 meV (which is an optical vibration mode), 23–25,38,53,57,58 and drop the superscript i .…”
Section: Physical Modelmentioning
confidence: 99%
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