Abstract

Important phenomena such as magnetostriction, magnetocaloric, and magnetoelectric effects arise from, or could be enhanced by, the coupling of magnetic and structural degrees of freedom. The coupling of spin and lattice also influence transport and structural properties in magnetic materials, in particular around phase transitions. In this paper we propose a method for screening materials for a strong magnetostructural coupling by assessing the effect of the local magnetic configuration on the atomic forces using density functional theory. We have employed the disordered local moment approach in a supercell formulation to probe different magnetic local configurations and their forces and performed a high-throughput search on binary and ternary compounds available in the Crystallography Open Database. We identify a list of materials with a strong spin-lattice coupling out of which several are already known to display magnetolattice coupling phenomena such as ${\mathrm{Fe}}_{3}{\mathrm{O}}_{4}$ and CrN. Others, such as ${\mathrm{Mn}}_{2}{\mathrm{CrO}}_{4}$ and $\mathrm{Ca}{\mathrm{Fe}}_{7}{\mathrm{O}}_{11}$, have been less studied and have yet to reveal their potentials in experiments and applications.

Highlights

  • Magnetic materials are used in a wide range of applications including novel and attractive technologies where material improvements are desired

  • They represent a great challenge in fundamental physics and computational simulations slowing down the phase of development in areas such as magnetic refrigeration, permanent magnets, and steels

  • Many of the technologically attractive phenomena displayed by magnetic materials originate from the coupling between magnetic, electronic, and structural degrees of freedom

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Summary

Introduction

Magnetic materials are used in a wide range of applications including novel and attractive technologies where material improvements are desired. They represent a great challenge in fundamental physics and computational simulations slowing down the phase of development in areas such as magnetic refrigeration, permanent magnets, and steels. Even standard low-throughput magnetic calculations are challenging, often leading to simplifying assumptions, such as neglecting magnetic excitations and disorder and even approximating the paramagnetic state as nonmagnetic [1,2]. Many of the technologically attractive phenomena displayed by magnetic materials originate from the coupling between magnetic, electronic, and structural degrees of freedom. Magnetostriction, the magnetocaloric effect (MCE), and the magnetoelectric effect are already being used in technological applications and play a fundamental role in the development of new technologies [4]

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