Simple

Magnetic field turns the void into a motor ⚡ экспресс

Original: "Vacuum Torque Without Anisotropy: Switchable Casimir Torque Between Altermagnets"
· Zixuan Dai, Qing-Dong Jiang
arXiv:2601.14381 · 2026-01-20 · CC BY · ⏱ 1 min · Quantum Physics Mesoscale Other Condensed Matter Optics
A magnetic field makes the void rotate objects — even perfectly symmetric ones.
Abstract

Quantum vacuum fluctuations can make objects spin—this is Casimir torque. Usually, asymmetry is needed. But in altermagnets, a uniform magnetic field creates rotation without breaking symmetry—like a top spun by an invisible hand. Could the vacuum become an engine?

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Two metal plates in a perfect vacuum attract each other. Even Richard Feynman compared emptiness to a boiling foam: particle pairs are born and immediately vanish, creating the Casimir effect. If the plates are asymmetric, they also start to twist — that's a vacuum motor.

But rotation doesn't require oddly shaped parts. Following the equations of James Clerk Maxwell, physicists discovered that in altermagnets — special magnets with a wave-like magnetization — a perpendicular magnetic field breaks time symmetry. The void responds with a torque that grows as the square of the field.

As temperature rises, thermal noise ( entropy ) weakens the rotation. The most surprising part: the same quantum fluctuations that spin nanoparticles are suspected to drive the expanding Universe — that's dark energy. Engineers hope to create contactless nanomotors, since in micromachines the usual Casimir effect, on the contrary, glues parts together.

🎯 The Casimir effect was calculated by Dutch physicist Hendrik Casimir back in 1948, but it wasn't experimentally confirmed until 1996–1997 with the help of ultra-precise measurements.

🎬 In Arthur C. Clarke's science fiction novel 'The Fountains of Paradise', engineers build a space elevator. Perhaps one day Casimir-effect nanomotors will become part of such structures.

\tau \propto B^2
The rotational force (τ) grows as the square of the magnetic field (B).
Scientists
Alan GuthAndrei LindeGeorges LemaîtreJames PeeblesEmmy NoetherJacob Bekenstein
Tags
Standard Model dark energy entropy
Laws
Friedmann equationssecond law of thermodynamicsNoether's theoremBekenstein-Hawking entropyBoltzmann distributionfirst law of thermodynamics
Original: arXiv:2601.14381 · CC BY · bridge42worlds