A strange quantum rule caps electrical resistance

by | Aug 2, 2026 | Science

A strange quantum rule caps electrical resistance

Scientists from the University of Toronto, L’École Normale Supérieure in Paris, and Lehigh University conducted experiments examining electrical resistance at the microscopic level. Using ultracold potassium atoms cooled to temperatures near absolute zero, the team observed how resistance changed as collision frequency increased between particles.

The researchers employed an optical lattice—a grid structure made of light—to trap atoms and enable them to behave similarly to electrons moving through a solid material. This experimental setup allowed the team to recreate extreme conditions impossible to achieve in ordinary solid materials while isolating the specific effects of particle collisions.

Initially, as collision frequency increased, electrical resistance rose accordingly. However, beyond a certain threshold, the resistance stopped climbing and reached a plateau. Professor Joseph Thywissen from the University of Toronto, the senior author of the study published in Physical Review Letters, explained that atoms only a few nanometers in size were colliding as though they were considerably larger due to quantum effects. This enhancement in effective collision size made interactions at individual lattice sites more probable, increasing system resistivity.

The saturation effect observed in the experiments suggests that electron collisions in metals may similarly face an upper limit on resistance. The findings offer new insights into how resistivity develops at the microscopic level and could have practical implications, given that electrical transmission lines currently lose approximately eight percent of generated power to resistance as heat.

The research provides a detailed microscopic understanding of resistance behavior in low-density metals and may guide future investigations into strongly correlated atomic systems and quantum materials, where particles exhibit unusually complex interactions.

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