In this experiment, energy excitation spectra of conformal field theories (CFTs) at quantum phase transitions were directly observed for the first time. Using a custom modulation technique, universal energy ratios were measured in finite chains of Rydberg atoms tuned to quantum phase transitions described by the Ising or tricritical Ising model. Local control enabled separation of excitation parities with respect to reflection and, for the tricritical chain, induced transitions between spectra corresponding to different boundary conditions. Additionally, a variant of the modulation technique was used to probe the dynamic structure factor of the critical system, closely tied to correlations of the underlying Ising conformal field. The work not only confirms the emergence of CFT predictions in a quantum simulator but also offers a universal tool for diagnosing previously unknown universality classes.
Physicists built a chain of Rydberg atoms—atoms with electrons in enormous orbits, comparable to planetary paths. These giant atoms feel their neighbors intensely, turning the chain into a quantum analog of a string. Using lasers, they tuned the system to a critical point where all scales vanish—much like a stretched guitar string ready to produce pure overtones regardless of its length.
Then they used spectroscopy with a gentle shake: they slightly modulated the light and listened for the resonant response. The resulting oscillation energies lined up in strict numerical proportions, exactly as conformal field theory predicts.
Surprise: the same proportions govern black hole horizons—a connection demonstrated by Juan Maldacena, Edward Witten, and Leonard Susskind. The measurements also directly linked the spectrum to entanglement entropy—a measure of quantum complexity. Such a quantum musical instrument will allow testing new materials and hasten the arrival of quantum technologies.
🎯 Rydberg atoms are atoms where an electron orbits like a planet around a star. These giants interact strongly over large distances, making them ideal for quantum simulations.