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quantum network technology

Devices and systems enabling quantum communication and entanglement distribution.
13 related articles · 1 formulas

Description

Quantum network technology is the engineering discipline of connecting quantum devices — such as qubits, quantum memories, and single-photon sources — over distances so they can share entangled states and exchange quantum information. Unlike classical networks that transmit bits, quantum networks transmit quantum states, which cannot be cloned or amplified without destroying the information. This makes them the backbone of a future 'quantum internet' that would enable unconditionally secure communication, distributed quantum computing, and new forms of sensing.

History

The concept emerged in the 1990s with proposals for quantum cryptography and quantum repeaters, notably by Artur Ekert (1991) for entanglement-based key distribution and H.-J. Briegel et al. (1998) for quantum repeaters. Experimental demonstrations of entanglement distribution over increasing distances have been ongoing since the early 2000s.

How it works

The core mechanism is entanglement distribution: a source generates pairs of entangled photons, sends one to each of two nodes, and the nodes use measurements to establish a shared quantum correlation. Because photons are lost in optical fibers, quantum repeaters — devices that perform entanglement swapping and purification — are needed to extend range. Recent approaches include using atomic clouds to convert light frequencies for compatibility with different network components, and chip-based transceivers that control light pulses with high precision.

In practice

Quantum networks are being tested for secure key exchange between moving platforms (e.g., drones and rovers), and for building metropolitan-scale testbeds that connect quantum processors.

Fun fact

A drone and a ground rover have already exchanged quantum keys in flight, showing that mobile quantum nodes are feasible.

Concept graph →

Formulas

$$T \approx \exp\left(-2\int_{z_1}^{z_2} \sqrt{\frac{2m}{\hbar^2}(V(z)-E)}\, dz\right)$$
Approximate quantum tunneling probability through a barrier.
What is in the formula
Tvariabletunneling probability — transmission probability
z1variableleft turning point of the barrier — position metre
z2variableright turning point of the barrier — position metre
mvariablemass of the tunneling particle — mass kilogram
Vvariablepotential energy as a function of position — potential energy joule
Evariableenergy of the particle — energy joule
ħconstantfundamental quantum of action divided by 2π — reduced planck constant = 1.054571817e-34 joule second
∫operatorsums the integrand over the interval — integral
√operatortakes the non-negative root — square root
expoperatorraises e to the given power — exponential
d\approx\exp[-\sqrt{\frac{8m_{e}}{ħ^{2}}}\int_{z_{1}}^{z_{2}}m^{1/2}(φ,f,z)dz] · 2505.00872v4

Related articles · 13

Quantum Physics2026-08-101 minarXiv:2608.09850express
Quantum systems and threads of memory
A drop of ink in a glass of water spreads in intricate swirls. Similarly, a quantum particle exchanging energy with its environment changes its state in a complex and entangled manner. Describing this dance between particle and environment has long baffled scientists.
Quantum Physics2026-07-311 minarXiv:2607.29609express
Quantum Translator: From Atomic Language to Fiber-Optic
The quantum networks of the future resemble the Tower of Babel: each node speaks its own dialect. Some store information in the polarization of a photon — the direction of oscillation of the light wave. Others use time bins: that is, when exactly the pulse arrives.
Hybrid Intelligence: Quantum Hearing Distinguishes Topological Phases
Once Richard Feynman saw in quantum systems a challenge for classical computers. Now we face the inverse problem: understanding what exactly the quantum processor has simulated. Among the states it births are veritable 'black boxes'—topological phases of matter.
Mesoscale2026-05-052 minarXiv:2605.03325express
The Edge of Time: How an Instant Turns a Quantum into a Frozen Wave
A stone falls into a pond, and ripples spread across the water. They reflect off the shore, overlap, and die out. All this motion unfolds in space. But what if the pond itself changed its depth or density for an instant — not at one point, but everywhere at once? A temporal boundary is exactly such a jump in properties over time, not space.
Quantum Physics2026-04-141 minarXiv:2604.12947express
A Photon with a Shape: How Light Carries Quantum Mail
An ordinary envelope has a rectangular shape, and the letter inside does not change the envelope's properties. With photons, particles of light, the situation is different: their 'shape' in time can vary, and this shape itself carries information.
Quantum Physics2026-03-191 minarXiv:2603.18934express
Drone and rover exchange secret keys mid-flight
An ordinary laser beam carrying quantum keys trembles at the slightest movement, like a flashlight in the hand of a running person. The drone vibrates, the rover shakes, and the code falls apart. The authors figured out how to align the polarization of light (the direction of its oscillations) on both ends of the line on the fly.
Quantum Physics2026-03-112 minarXiv:2603.10883express
Quantum Physics2026-02-221 minarXiv:2602.19013express
Quantum and Classical Signals Share One Fiber
Standard optical fiber is like a glass thread that carries light. But when you send weak quantum signals (individual photons) and powerful classical laser light through it at the same time, trouble arises. The glass slightly scatters light: this is called Raman scattering.
Quantum Physics2025-10-231 minarXiv:2510.20392express
Quantum Communication Speeds Up Nearly Five Times
Regular quantum communication is like a postal service that sends letters strictly one at a time. If the route is long, you have to wait an indecently long time for a reply. Physicists sped up the process by dispatching ten 'postal trucks' — light pulses — into a single optical fiber, but in different time windows.
A Diamond Bridge Between Rubidium and Optical Fiber
A beam of visible light enters a cloud of billions of rubidium atoms cooled to near absolute zero, and emerges on the other side already in the telecom range.
Quantum Internet: How Entanglement Became a Data Packet
Quantum computing promises a revolution, but its real power will only unfold in a network. The best “brains” — superconducting qubits — communicate at microwave frequencies. The ideal “couriers” — optical photons — fly at hundreds of terahertz. A direct hookup is impossible.
Quantum Wallet: Energy Teleportation Between Five Qubits
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.
Quantum Physics2025-01-091 minarXiv:2501.05598express
Quantum Networks: How Optical Switches Link Processors
A single quantum processor is like a solo musician. It can play a simple tune, but a symphony requires an orchestra. To solve problems that demand enormous computational power, processors must be networked.