Magnetic properties emerging from twisted or layered atomic structures, often in graphene or similar materials.Moiré pattern magnetism refers to the emergence of magnetic properties in stacked or twisted two-dimensional materials, most famously in graphene. When two atomic layers are overlaid with a slight rotational mismatch, the resulting interference pattern—the moiré pattern—creates a periodic potential that dramatically alters the electronic behavior. In certain configurations, this leads to correlated insulating states and, under specific conditions, ferromagnetic or antiferromagnetic order, even in materials that are not intrinsically magnetic.
The concept gained prominence after the 2018 discovery of superconductivity in twisted bilayer graphene by Pablo Jarillo-Herrero's group at MIT, which was quickly followed by observations of correlated insulating states and, later, magnetism in similar systems.
The twist between layers creates a long-wavelength modulation of the interlayer coupling. Electrons become localized in regions where the local stacking matches certain high-symmetry configurations, forming narrow electronic bands. When these bands are partially filled, strong electron-electron interactions dominate, and the system can spontaneously develop spin polarization—magnetic order—without any magnetic atoms. The exact magnetic ground state depends on the twist angle, doping, and applied electric fields.
Moiré materials offer a highly tunable platform for studying fundamental magnetism and superconductivity, and they are candidates for future quantum devices such as spin qubits and magnetic sensors.
The twist angle in these systems is so precise that a change of just 0.1 degree can completely destroy the magnetic or superconducting state.







