The challenge
The Curie temperature is the single most important number for any magnetic material. Above it, the material loses its magnetism entirely. Every permanent magnet in every electric motor, every bit on every hard drive, every sensor in every industrial controller has an operating limit set by its Curie temperature. Getting it wrong means motors that demagnetize under load, sensors that fail in summer heat, and storage media that corrupt.
Predicting Curie temperature from first principles is one of the hardest problems in condensed matter physics. The transition depends on exchange coupling strengths, which in turn depend on orbital overlaps, crystal field effects, spin-orbit coupling, and long-range magnetic ordering — all interacting simultaneously across dozens of atoms. Density functional theory (DFT) can estimate it, but requires full crystal structure knowledge, hours of compute per material, and still achieves only 15–30% error. Machine learning models require large training datasets and typically reach 20–40% error.
The question
Can a physics-based engine — using only composition, no crystal structure, and zero fitted parameters — predict Curie temperatures across the full diversity of magnetic materials more accurately than DFT and ML methods that require orders of magnitude more information and compute?