Small Methods

Multivalued Memory via Freezing of Super‐Hard Magnetic Domains in a Quasi 2D‐Magnet

Leclercq Bastien 1
Pautrat Alain 2
Petit Sylvain 3
Minaud Claire 4
Daviero-Minaud Sylvie 1
1
 
UCCS – Axe Chimie du Solide – Groupe MISSP UMR‐CNRS 8181 Université de Lille Cedex 59652 France
2
 
CRISMAT CNRS Normandie Univ ENSICAEN UNICAEN Caen 14050 France
3
 
Laboratoire Léon Brillouin CEA CNRS Université Paris‐Saclay Gif sur Yvette Cedex F‐91191 France
4
 
Institut Michel‐Eugène Chevreul – CNRS (FR2638) Université de Lille Université d'Artois, Centrale Lille, CNRS, l'INRAE Villeneuve‐d'Ascq 59650 France
Publication typeJournal Article
Publication date2023-07-25
Journal: Small Methods
Quartile SCImago
Q1
Quartile WOS
Q1
Impact factor12.4
ISSN23669608
General Chemistry
General Materials Science
Abstract

The design of high‐density non‐volatile memories is a long‐standing dream, limited by conventional storage “0” or “1” bits. An alternative paradigm exists in which regions within candidate materials can be magnetized to intermediate values between the saturation limits. In principle, this paves the way to multivalued bits, vastly increasing storage density. Single‐molecule magnets, are good examples offering transitions between intramolecular quantum levels, but require ultra‐low temperatures and limited relaxation time between magnetization states. It is showed here that the quasi 2D‐Ising compound BaFe2(PO4)2 overcomes these limitations. The combination of giant magneto‐crystalline anisotropy, strong ferromagnetic exchange, and strong intrinsic pinning creates remarkably narrow magnetic domain walls, collectively freezing under Tf ≈15 K. This results in a transition from a soft to a super‐hard magnet (coercive force > 14 T). Any magnetization can then be printed and robustly protected from external fields with an energy barrier >9T at 2 K.

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Mentré O. et al. Multivalued Memory via Freezing of Super‐Hard Magnetic Domains in a Quasi 2D‐Magnet // Small Methods. 2023.
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Mentré O., Leclercq B., Arevalo-Lopez A. M., Pautrat A., Petit S., Minaud C., Daviero-Minaud S., Hovhannisyan R. A., Stolyarov V. S. Multivalued Memory via Freezing of Super‐Hard Magnetic Domains in a Quasi 2D‐Magnet // Small Methods. 2023.
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TY - JOUR
DO - 10.1002/smtd.202300491
UR - https://doi.org/10.1002%2Fsmtd.202300491
TI - Multivalued Memory via Freezing of Super‐Hard Magnetic Domains in a Quasi 2D‐Magnet
T2 - Small Methods
AU - Mentré, Olivier
AU - Leclercq, Bastien
AU - Arevalo-Lopez, Angel M.
AU - Pautrat, Alain
AU - Petit, Sylvain
AU - Minaud, Claire
AU - Daviero-Minaud, Sylvie
AU - Hovhannisyan, Razmik A
AU - Stolyarov, V. S.
PY - 2023
DA - 2023/07/25 00:00:00
PB - Wiley
SN - 2366-9608
ER -
BibTex
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@article{2023_Mentré,
author = {Olivier Mentré and Bastien Leclercq and Angel M. Arevalo-Lopez and Alain Pautrat and Sylvain Petit and Claire Minaud and Sylvie Daviero-Minaud and Razmik A Hovhannisyan and V. S. Stolyarov},
title = {Multivalued Memory via Freezing of Super‐Hard Magnetic Domains in a Quasi 2D‐Magnet},
journal = {Small Methods},
year = {2023},
publisher = {Wiley},
month = {jul},
url = {https://doi.org/10.1002%2Fsmtd.202300491},
doi = {10.1002/smtd.202300491}
}
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