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--- | ||
format: | ||
revealjs: | ||
theme: dark.scss | ||
transition: slide | ||
chalkboard: true | ||
date: "September 14, 2022" | ||
--- | ||
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# Experimental demonstration of skyrmionic magnetic tunnel junction at room temperature | ||
![](2022-09-11-17-01-27.png) | ||
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::: footer | ||
Dreycen Foiles, 9-14-2022 | ||
::: | ||
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## Motivation | ||
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::: {.incremental} | ||
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- Skyrmions are a promising candidate for next generation information storage and processing technologies | ||
- Reliable electrical detection of skyrmions is one of the major hurdles preventing development of skyrmionics | ||
- There are methods that make use of the anomalous Hall effect or noncollinear magnetoresistance but either produce very weak signals or would be difficult to integrate with modern electronics | ||
- Using magnetic tunnel junctions (MTJ's), this paper aims to develop an electrical detection method that exploits tunnel magnetoresistance (TMR) to create a larger output signal | ||
::: | ||
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## Skyrmion TMR Modeling {.smaller} | ||
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$$ G = g_p S - \frac{\Delta g}{2} \int (1 - \cos\theta) ds $$ | ||
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$$ G = g_p S - \pi n_{sk} d_{sk} \Delta g w S dx$$ | ||
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:::: {.columns} | ||
::: {.column} | ||
- $g_p$ is the unit conductance | ||
- $S$ is the area of the MTJ | ||
- $\Delta g$ is the difference in conductance between parallel and anti-parallel state | ||
- $w$ is the effective domain wall width | ||
::: | ||
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::: {.column} | ||
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- $\theta$ is the angle between the magnetization of the Co and CoFeB layers | ||
- $n_{sk}$ is the density of skyrmions | ||
- $d_{sk}$ is the average diameter of a skyrmion | ||
::: | ||
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:::: | ||
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## Device Growth | ||
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:::: {.columns} | ||
::: {.column width="60%"} | ||
![](2022-09-13-15-49-16.png) | ||
::: | ||
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::: {.column width="40%"} | ||
- Multilayers were fabricated with sputtering | ||
- Layer compositions were confirmed using STEM | ||
::: | ||
:::: | ||
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## Device Fabrication | ||
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:::: {.columns} | ||
::: {.column} | ||
![](2022-09-13-16-05-32.png){ width=70\%} | ||
![](2022-09-13-16-06-43.png){ width=70\%} | ||
::: | ||
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::: {.column} | ||
- The skyrmion stack was fabricated into a MTJ using photolithography and Ar ion milling | ||
- A lock-in amplifier paired with an AC signal generator was used to measure the TMR ratio of the MTJ (AC signal was 133.33 Hz) | ||
- Current pulses were used to nucleate skyrmions | ||
::: | ||
:::: | ||
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## Device Characterization {.smaller} | ||
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![](2022-09-12-22-31-39.png){fig-align="center" width=70%} | ||
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- The TMR ratio was measured for different external field values | ||
- When the field was fully satured, the TMR ratio was zero | ||
- The TMR ratio was maximixed in a mixed state between skyrmions and other stripe domains | ||
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## Device Characterization Continued {.smaller} | ||
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:::: {.columns} | ||
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::: {.column width=60%} | ||
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![](2022-09-13-23-37-28.png) | ||
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::: | ||
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::: {.column width=40%} | ||
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- The TMR ratio when the system is in the skyrmion-phase is plotted against the external field | ||
- The relationship between the skyrmion density and average skyrmion diameter was plotted against the applied field | ||
- There appears to be a more-or-less linear relationship betwee $n_{sk}$, $d_{sk}$ and the TMR ratio, which is in agreence with model | ||
::: | ||
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:::: | ||
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## Neuromorphic Computing | ||
![](2022-09-12-22-33-18.png){fig-align="center"} | ||
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