2011
DOI: 10.1364/josab.28.000470
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Pulse-shaper-assisted coherent control of shift currents

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Cited by 9 publications
(18 citation statements)
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“…49,50 An estimate of the shift vector was extracted by comparing a phenomenological model for shift currents with the experiments on wurtzite semiconductors, 51 while a shift current model was used to understand the ultrafast optical response of GaAs. 52 In ferroelectrics, a direct comparison of ab initio shift current calculations with experiment has provided support for the shift current theory. 22,53 Recently, shift current effects have been studied in the high-field, low-frequency regime, 16 whereas the effect of Coulombic interactions on the shift current have also been studied experimentally.…”
Section: Review Of Experimentsmentioning
confidence: 88%
“…49,50 An estimate of the shift vector was extracted by comparing a phenomenological model for shift currents with the experiments on wurtzite semiconductors, 51 while a shift current model was used to understand the ultrafast optical response of GaAs. 52 In ferroelectrics, a direct comparison of ab initio shift current calculations with experiment has provided support for the shift current theory. 22,53 Recently, shift current effects have been studied in the high-field, low-frequency regime, 16 whereas the effect of Coulombic interactions on the shift current have also been studied experimentally.…”
Section: Review Of Experimentsmentioning
confidence: 88%
“…Bulk polarization is not required; only inversion symmetry must be broken. Shift currents have been investigated experimentally [19,[27][28][29][30][31][32][33][34], analytically [20,23,[35][36][37], and computationally, although only for a few nonpolar materials [23][24][25]. Perturbative analysis treating the electromagnetic field classically yields the shift current expression [20,23] J q ¼ rsq E r E s rsq ð!Þ ¼ e e m@!…”
Section: First Principles Calculation Of the Shift Current Photovoltamentioning
confidence: 99%
“…This equation defines the nonlinear conductivity σ (2) (Ω; ω, Ω − ω). If we apply this formula to electric current I(t) of an 1D non-interacting electron system, the nonlinear DC conductivity (Ω = 0) is calculated as…”
Section: Second-order Responsementioning
confidence: 99%
“…α (k) is the eigen energy of the state |αk , and f α (k) = 1/(1+e α (k)/(k B T ) ) is the fermion distribution function for |αk . We have introduced a phenomenological relaxation time τ which is important to obtain a physically meaningful value of the conductivity σ (2) . Note that σ (2) is ill-defined in the case of 1/τ = 0.…”
Section: Second-order Responsementioning
confidence: 99%
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