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Hot Cools Down Faster: The Quantum Paradox ⚡ экспресс

Original: "Direct Experimental Observation of Quantum Mpemba Effect without Bath Engineering"
arXiv:2509.13451 · 2025-09-16 · CC BY 4.0 · ⏱ 1 min · Quantum Physics
Scientists have witnessed for the first time how intense excitation in the microworld settles faster than a nearly calm state.
Abstract

The quantum Mpemba effect is when a system far from equilibrium calms down faster than one that is nearly in equilibrium. Scientists have shown for the first time that it arises naturally during the thermalization of nuclear spins. Using dipolar relaxation (the main decoherence mechanism), they derived the conditions and prepared the corresponding spin states. Without external control, these states returned to equilibrium faster than expected. It's like a runner starting from behind but finishing first. The discovery confirms that such paradoxes are an inherent property of quantum thermalization, requiring no artificial tuning of the environment.

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A campfire flares and fades fast, while embers keep warmth for hours. We all know this contrast. The quantum world mirrors it: a “blazing” system cools off quicker than a barely smoldering one. Physicists call it the quantum Mpemba effect, after the schoolboy who noticed that hot water freezes faster than cold.

Scientists simulated nuclear spins—magnetic arrows inside atoms—and recreated the paradox in the lab. Spins tilted far from rest relaxed much faster, almost without outside help. It was as if the environment “knew” what to do with them, no tweaking required.

This flips common sense: normally, the bigger the shove, the longer the fade. But in the micro-realm, extra energy speeds up order, as if disorder boots itself out. Nature might exploit this trick for instant error correction in quantum computers—future supermachines where nanoseconds matter.

🎯 The Mpemba effect is named after Tanzanian schoolboy Erasto Mpemba, who in 1963 noticed that hot milk froze faster than cold milk in a freezer. Today, scientists look for the effect not only in liquids but also in elementary particles.

Scientists
Jacob BekensteinStephen HawkingLudwig BoltzmannEdward WittenJuan MaldacenaGerard 't Hooft
Tags
entropy Water
Laws
second law of thermodynamicsBekenstein-Hawking entropyBoltzmann distributionfirst law of thermodynamicsAdS/CFT correspondenceholographic principle
Original: arXiv:2509.13451 · CC BY 4.0 · bridge42worlds