IMF 2023

Ferroelectric materials under the strong THz radiation

Kirill Brekhov Vladislav Bilyk Elena Mishina
Department of Nanoelectronics, MIREA — Russian Technological University, Moscow, Russia

In traditional memory devices the recording information speed is determined by the magnetization switching speed. The possibility of magnetic order parameter switching under the single femtosecond laser pulse action was already demonstrated. At present it is the most effective way control the medium at extremely short times. Application of the same technique to ferroelectric materials will allow to build new effective and non-volatile memory devices. However, the problem of ultrafast ferroelectric polarization switching is not solved yet.

The reason is that ultrafast magnetization switching is determined by the spin-orbital and exchange interactions, but there are no the same mechanisms in ferroelectric materials. Today, there are several works that show the possibility of direct ferroelectrics soft mode excitation by optical or THz pulses. However, the polarization switching in these works was not achieved. Later, an approach to ferroelectric polarization switching not through the direct excitation of the soft mode but indirectly through the excitation of a high-frequency mode, that has a strong nonlinear coupling with the soft one, by strong THz radiation was proposed. It was shown that the switched state lasted 200 fs, and then returned to the initial one. Thus, the study of the ultrafast ferroelectric polarization switching is still an urgent task.

Here we present the results of the strong sub-picosecond single THz pulse action on a lead germanate crystal doped with silicon. The transmission of a THz wave and the intensity of second harmonic generation in the time and spectral domains were measured, on the basis of which the dispersion of the absorption coefficient and cubic nonlinear susceptibility were calculated in the range of 0.5–2 THz. The presence of a region of fundamental absorption near the phonon modes, as well as a resonant enhancement of the cubic nonlinear susceptibility for two phonon modes Ω1=1.3 THz and Ω2=2 THz, was found.

This work was supported by the Russian Science Foundation (grant № 22-12-00334).









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