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Quantum Wallet: Energy Teleportation Between Five Qubits

Original: "Quantum Energy Teleportation across Multi-Qubit Systems using W-State Entanglement"
arXiv:2505.01863v1 · 2025-05-03 · CC BY 4.0 · ⏱ 3 min · Quantum Physics
Energy teleported for the first time: W-type entanglement enabled its transfer between three, four, and five superconducting qubits.
Abstract

Quantum energy teleportation used to work only with two qubits. Now, for the first time, a protocol has been brought to life for three, four, and five qubits, leveraging a stable W-state (a special kind of multipartite entanglement). One sender injects energy, and several remote receivers deterministically pull it out — the energy gets shared in shrinking chunks, and the delay never outpaces a light-speed signal. This has been verified on both a simulator and an IBM quantum processor. The breakthrough opens the door to energy-smart quantum networks where information and energy flow together.

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Quantum entanglement long remained a curiosity — 'spooky action at a distance,' as Erwin Schrödinger put it, which shatters our conventional picture of the world. But in 2008, physicists realized: entanglement can be used not only to transfer bits, but also to teleport energy. Early experiments were limited to two particles: the common GHZ state collapses upon measurement. The breakthrough came with the W state — an equal superposition of all arrangements with exactly one excited qubit. It's like a shared wallet that several heirs can draw from at once, without breaking their connection.

The robustness of the W state to losses distantly resembles distributed ledger protocols: if one participant drops out, the others remain entangled and can keep extracting energy.

Entangled qubits in the W state form a single energy pool. When Alice performs a quantum measurement, she drops a portion of energy E₀ into the common pot. Then she sends a classical bit, and the others take turns drawing their shares. The order is strict: the first in line withdraws the largest sum, each subsequent one less. The total balance is uncompromising: the sum of extracted shares never exceeds the input. Energy is not created anew, but redistributed within the entangled ensemble, obeying the speed of light — the classical signal must arrive.

An experiment on a real quantum processor, the IBM Lagos, confirmed the theory. For three qubits with 0.707 arbitrary units injected, the first receiver got 0.526 (74%), the second 0.170 (24%) — totaling about 98% of the original energy. For four and five qubits, the pattern held, small losses attributed to unavoidable decoherence. Additional tests showed symmetry: the order of polling the receivers does not change the final figures. Thus quantum information becomes an operational resource — almost a currency that knows how to make its own change.

This also touches on the famous Maxwell's demon: energy is extracted not through heat exchange, but through knowledge of the system's state. For such ensembles, the second law of thermodynamics ceases to be obvious — and the violation of Bell's inequalities gains an energy dimension.

Another facet intrigues: perhaps energy is simply frozen information, and this experiment allows us to directly observe their mutual conversion for the first time.

Looking ahead, the scheme promises an 'energy internet' — quantum networks where nodes share energy wirelessly, regulating the thermal budget of future processors. Scaling to tens of qubits, hybrid photon-superconducting architectures, probing topological phases — these are the first sketches. The fundamental question of exactly how state reduction redistributes energy in a multipartite system remains open. But now it is backed by experiment: the quantum wallet works, and we are just beginning to read its ledgers.

🎯 Calling this teleportation is like considering cash withdrawals from an ATM magic. Energy doesn't vanish from the sender nor materialize at the receiver: it's extracted from the shared entanglement account, like heirs withdrawing money from a single account, where the first in line grabs the thickest wad.

|W_n\rangle = \frac{1}{\sqrt{n}} (|10\ldots0\rangle + |010\ldots0\rangle + \ldots + |00\ldots01\rangle)
Equal superposition of all pure states with exactly one excited qubit
E_0 = \frac{h^2}{h^2 + k^2}
Energy introduced by the sender's projective measurement depends on the weights of the initial state
Scientists
Erwin SchrödingerHugh Everett IIIChristian DopplerD. B. McLaughlinDidier QuelozMichel Mayor
Tags
quantum entanglement superposition quantum measurement quantum information quantum computer speed of light Wave Function Collapse quantum decoherence
Laws
Schrödinger equationDoppler effectHeisenberg uncertainty principleHawking radiationprinciple of constancy of the speed of lightmass–energy equivalence
Original: arXiv:2505.01863v1 · CC BY 4.0 · bridge42worlds