2022
DOI: 10.3390/mi13060887
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High-Temperature Ferroelectric Behavior of Al0.7Sc0.3N

Abstract: Currently, there is a lack of nonvolatile memory (NVM) technology that can operate continuously at temperatures >200 °C. While ferroelectric NVM has previously demonstrated long polarization retention and >1013 read/write cycles at room temperature, the largest hurdle comes at higher temperatures for conventional perovskite ferroelectrics. Here, we demonstrate how AlScN can enable high-temperature (>200 °C) nonvolatile memory. The c-axis textured thin films were prepared via reactive radiofrequency ma… Show more

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Cited by 43 publications
(34 citation statements)
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“…A reduction of more than 40% in the positive coercive field ( E c+ ) is observed when the temperature reaches 673 K, while the negative coercive field ( E c– ) decreases by more than 50% in the same temperature range, as reported in Figure a and Figure b, respectively. This strong reduction of the coercive field with increasing temperature is in agreement with what was already observed in literature for Al 1– x Sc x N layers, even at different Sc-contents. This result can be explained by the reduction of the energy that must be provided electrically to switch the ferroelectric layer to the other stable polarization state caused by the thermal energy provided to the system by increasing the temperature. Microscopically, this could correspond to an easier domain wall propagation and/or an increase in the rate of nucleation of new domains. The only domain walls that may exist are the 180° ones that separate domains with antiparallel polarization since no ferroelastic phenomenon has been reported so far in Al 1– x Sc x N. In this regard, the well-known needle-like model proposed by Merz for BaTiO 3 could be applied to Al 1– x Sc x N. In this model, new extremely thin antiparallel domains grow only in the direction of the applied electric field, and their nucleation rate is accelerated by temperature.…”
Section: Resultssupporting
confidence: 91%
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“…A reduction of more than 40% in the positive coercive field ( E c+ ) is observed when the temperature reaches 673 K, while the negative coercive field ( E c– ) decreases by more than 50% in the same temperature range, as reported in Figure a and Figure b, respectively. This strong reduction of the coercive field with increasing temperature is in agreement with what was already observed in literature for Al 1– x Sc x N layers, even at different Sc-contents. This result can be explained by the reduction of the energy that must be provided electrically to switch the ferroelectric layer to the other stable polarization state caused by the thermal energy provided to the system by increasing the temperature. Microscopically, this could correspond to an easier domain wall propagation and/or an increase in the rate of nucleation of new domains. The only domain walls that may exist are the 180° ones that separate domains with antiparallel polarization since no ferroelastic phenomenon has been reported so far in Al 1– x Sc x N. In this regard, the well-known needle-like model proposed by Merz for BaTiO 3 could be applied to Al 1– x Sc x N. In this model, new extremely thin antiparallel domains grow only in the direction of the applied electric field, and their nucleation rate is accelerated by temperature.…”
Section: Resultssupporting
confidence: 91%
“…The lack of experimental evidence for the existence of domain walls and their propagation in Al 1– x Sc x N prevents us from concluding whether the microscopic mechanism is dominated by domain wall propagation or nucleation phenomena. The temperature variation can also induce internal stress, which has been demonstrated to impact the switching dynamics in Al 1– x Sc x N and influence its coercive field. , All previous works about the thermal stability of Al 1– x Sc x N ferroelectric properties report the monotonic linear decrease in the coercive field with increasing temperature up to 673 K. This behavior is also observed in this work during both heating and cooling sweeps, especially for E c– , as reported in Figure b. The non-perfect linear fit for E c+ shown in Figure a could be associated with device-to-device variability.…”
Section: Resultssupporting
confidence: 76%
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