2019
DOI: 10.1073/pnas.1802427116
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Spectral dynamics of shift current in ferroelectric semiconductor SbSI

Abstract: SignificanceShift current is one of the bulk photovoltaic phenomena in the materials without inversion symmetry, originating from the geometric Berry phase of the constituting electron bands. This concept of photocurrent generation based on the real-space shift of the electron cloud on the short timescale of optical transition is distinct from that of conventional p–n junction photovoltaics, where the carriers are driven by the built-in Coulomb potential. We experimentally demonstrate for a ferroelectric polar… Show more

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Cited by 96 publications
(67 citation statements)
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References 50 publications
(85 reference statements)
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“…Antimony sulfoiodide belongs to group of crystals with noncentrosymmetric structure [38,64]. An origin of a bulk photovoltaic effect in SbSI is usually ascribed to the shift current [38,39,40,41], which is recognized as a result of the second-order nonlinear optical response [38]. The form of the response function implies that the position of the electron wave packet immediately shifts in real space upon the interband optical transition [41].…”
Section: Discussionmentioning
confidence: 99%
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“…Antimony sulfoiodide belongs to group of crystals with noncentrosymmetric structure [38,64]. An origin of a bulk photovoltaic effect in SbSI is usually ascribed to the shift current [38,39,40,41], which is recognized as a result of the second-order nonlinear optical response [38]. The form of the response function implies that the position of the electron wave packet immediately shifts in real space upon the interband optical transition [41].…”
Section: Discussionmentioning
confidence: 99%
“…The form of the response function implies that the position of the electron wave packet immediately shifts in real space upon the interband optical transition [41]. A shift vector [65], recognized as an average distance and direction of the shift, is given by the difference in the Berry connection of the Bloch wave functions [40,41] of the two corresponding bands. It has a non-zero value only when the inversion symmetry is broken.…”
Section: Discussionmentioning
confidence: 99%
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“…Consequently, much larger above band gap photovoltages can be generated since the limitations of Shockley–Quessier are feasibly overcome. 28 , 29 Recent studies have also revealed that the photocarriers in SCs can travel long distances, compared to drift transport mechanism in traditional solar cells; hence, SCs can offer efficient solar energy conversion. 30 , 31 From the first-principle calculations, Tan and co-workers reported that electronic states with delocalized covalent bonding highly asymmetric along the polarization direction are required for strong SC enhancements, 22 which affirms the earlier findings on BaTiO 3 by Young and Rappe.…”
Section: Introductionmentioning
confidence: 99%
“…in real space following photoexcitation [37], are particularly important, as they play a dominant role in both the giant, anisotropic second harmonic response [34,35,38] as well as the bulk photovoltaic effect [36] seen in WSMs, and may be traced to a difference in Berry connection between the bands participating in the optical transition [39,40]. The most common nonlinear optical probe, second harmonic generation (SHG) spectroscopy, is thus sensitive to the asymmetric carrier distribution that accompanies photocurrent generation, making it a powerful tool for measuring the effect of transient photocurrents on material symmetry.…”
Section: Introductionmentioning
confidence: 99%