Imaging non-collinear antiferromagnetic textures via single spin relaxometry

The team led by Vincent Jacques demonstrates a new method to image spin textures in synthetic antiferromagnets using Qnami QuantileverTMMX probes.

In this article published in Nature Communications, the team led by Professor Vincent Jacques demonstrates a “new way to image non-collinear antiferromagnetic spin textures with nanoscale spatial resolution, relying on the detection of magnetic noise locally produced by thermal populations of magnons.” They achieved this using Qnami QuantileverTMMX probes, and adding a “relaxometry-based imaging mode to the scanning-NV magnetometry toolbox.” The authors conclude that “beyond ordered antiferromagnetic structures like domain walls, spirals, and skyrmions, this imaging procedure could be extended to study magnetic order and disorder in other low-moment materials, such as domain structures in two-dimensional van der Waals systems with low Curie temperature in which spin fluctuations would become dominant under ambient conditions.”

Read the full article on Nature Communications

See more applications

Scanning NV magnetometry reveals magnetic textures in 2D material CrBr3 in cryogenic environment

/ /
Applying scanning NV magnetometry to cryogenic temperatures allowed Professor Wrachtrup and his collaborators to reveal magnetic domains and study their dynamics in atomically thin van der Waals magnets.

Characterization of room-temperature in-plane magnetization in thin flakes of CrTe2 with a single spin magnetometer

/ /
Using Qnami QuantileverMX probes, the team led by Vincent Jacques identifies the only “van der Waals” material known to date where magnetic order occurs in a few atomic layers even at room temperature 

Spatial Resolution in Scanning NV Magnetometry – Technical Note

/ / / /
This technical note explains how spatial resolution is defined in Scanning NV Magnetometry. For a given distance d between the NV center and the scanned surface, the best achievable lateral spatial resolution is 0.86 d.

Want to know more?

Talk to us - we're happy to answer your questions.
We are using cookies and analytics tools to give you the best digital experience.
AcceptPrivacy Settings


  • Cookie Consent

Cookie Consent

We are using cookies and analytics tools to give you the best digital experience.  Find more information and details about how to switch them off in our Terms of Website Use and Privacy Policy.