The shift photovoltaic current and magnetically-induced bulk photocurrent in piezoelectric sillenite crystals

Abstract

Recently, it has been shown how shift and ballistic currents in piezoelectric sillenite crystals Bi${}_{12}$GeO${}_{20}$ and Bi${}_{12}$SiO${}_{20}$ can be separated experimentally under the assumption that the shift component of the circular current is small. However, it has been claimed that the shift and ballistic currents cannot be quantified by this method, due to the magneto-photovoltaic effect caused either by the change of the crystal's spatial symmetry in the magnetic field or by the breaking of time-reversal symmetry. Presently, we report observations of photovoltaic currents in Bi${}_{12}$SiO${}_{20}$, excited by linearly- and circularly-polarized light under weak external magnetic field, as well as measurements of the corresponding photo-Hall signals. We demonstrate that the magneto-photovoltaic current constitutes a significant fraction of the measured current in the Hall direction for Bi${}_{12}$SiO${}_{20}$ under specific experimental conditions.

arXiv comment9 pages, 3 figures

References in corpus (6)

• First principles calculations of the Shift Current Bulk Photovoltaic Effect in Ferroelectrics
• Topological nature of nonlinear optical effects in solids
• Design principles for shift current photovoltaics
• Large bulk photovoltaic effect and spontaneous polarization of single-layer monochalcogenides
• Quantitative relationship between polarization differences and the zone-averaged shift photocurrent
• Exciton Shift Currents: DC Conduction with Sub-bandgap Photo Excitations

Cited by in corpus (6)

• Intrinsic Fermi Surface Contribution to the Bulk Photovoltaic Effect
• Nonreciprocal optical response in parity-breaking superconductors
• Nonlinear optical responses in noncentrosymmetric superconductors
• Quantum Kinetics of the Magneto Photo Galvanic Effect
• Magnetic Bulk Photovoltaic Effect: Strong and Weak Field
• Nonlinear optical responses in superconductors under magnetic fields: quantum geometry and topological superconductivity