2022
DOI: 10.1021/acsami.2c05764
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Electric Control of Exchange Bias at Room Temperature by Resistive Switching via Electrochemical Metallization

Abstract: Electric field control of exchange bias (EB) plays an important role in spintronics due to its attractive merit of lower energy consumption. Here, we propose a novel method for electrically tunable EB at room temperature in a device with the stack of Si/SiO 2 /Ta/Pt/Ag/Mn-doped ZnO (MZO)/Pt/FeMn/ Co/ITO by resistive switching (RS) via electrochemical metallization (ECM). The device shows enhanced and weakened EB when set at high-resistance state (HRS) and low-resistance state (LRS), respectively. For the devic… Show more

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Cited by 7 publications
(14 citation statements)
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“…The direction of H is the same as that during the sample fabrication and negative exchange bias (EB) can be observed. The variation of EB field (H E ) for the initial three cycles are summarized in Fig.S11(b) (ESI †), exhibiting a quasiperiodic variation of H E against the cycle number with a larger (smaller) value at HRS/OS (LRS) in the same cycle, similar to those modulations of EB via RS reported previously 44,[48][49][50]. Here,H E = À(H C1 + H C2 )/2 and H C = (H C2 À H C1 )/2, where H C1 and H C2 denote the coercive field for the descending and ascending branch of the M-H loop, respectively.…”
supporting
confidence: 77%
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“…The direction of H is the same as that during the sample fabrication and negative exchange bias (EB) can be observed. The variation of EB field (H E ) for the initial three cycles are summarized in Fig.S11(b) (ESI †), exhibiting a quasiperiodic variation of H E against the cycle number with a larger (smaller) value at HRS/OS (LRS) in the same cycle, similar to those modulations of EB via RS reported previously 44,[48][49][50]. Here,H E = À(H C1 + H C2 )/2 and H C = (H C2 À H C1 )/2, where H C1 and H C2 denote the coercive field for the descending and ascending branch of the M-H loop, respectively.…”
supporting
confidence: 77%
“…S11(b) (ESI†), exhibiting a quasiperiodic variation of H E against the cycle number with a larger (smaller) value at HRS/OS (LRS) in the same cycle, similar to those modulations of EB via RS reported previously. 44,48–50 Here, H E = −( H C1 + H C2 )/2 and H C = ( H C2 − H C1 )/2, where H C1 and H C2 denote the coercive field for the descending and ascending branch of the M – H loop, respectively. To explain the electric modulation of H E in the present work, a series of Co/NiO bilayer samples with various oxygen concentrations in the NiO layer were made with a fixed (varied) flow rate of Ar (O 2 ) during sputtering deposition of the NiO layer.…”
Section: Resultsmentioning
confidence: 99%
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“…As a result, the resistance of the LRS device decreases with increasing compliance current, enhancing the ability to influence the Co-NiO exchange coupling. These findings disclose an important message that multilevel exchange coupling exists in our Pt/Co/NiO device, contrary to the previous understanding of |H EB | as having a binary on/off behavior only; 23,27,28,50 moreover, it is controllable with the CFs.…”
Section: ■ Results and Discussionmentioning
confidence: 99%