Generating Fock states (with a precisely defined number of photons) with macroscopic excitations is tricky due to losses. By drawing an analogy between quantum evolution in photon-number space and how light travels in a waveguide array, a multi-stage 'lens' scheme using Kerr nonlinearity was developed. This allowed the creation of states with over 10,000 photons, and oddly enough, the time it takes to run the protocol shrinks as the photon count grows (roughly as ~N^{-1/2}). The approach opens a door to studying the quantum-to-classical boundary and super-precise measurements.
Creating light with an exact number of photons is like stamping exactly 100,000 flawless coins. Until now, physicists could only control dozens of particles. The 'optical lathe' technology breaks this barrier: virtual lenses, like milling cutters, eliminate 'blurriness' and ensure each bunch contains exactly the specified number of photons. Counting becomes perfect. The secret is that the mathematics of light in lenses and the mathematics of photon counting turned out to be twins. This made it possible to borrow techniques from spectral analysis and minimize disorder. The more photons you need to produce, the faster the 'lathe' spins: 100,000 particles are created nearly three times faster than 10,000 – nature helps scale up precision. Such giant 'Fock state' bunches bridge the quantum world to the everyday. They will be useful in gravitational wave detectors and for protecting quantum computers from errors. The dreams of pioneers – Roy Glauber and Serge Haroche – are becoming engineering reality.
🎯 An incandescent bulb emits 10²⁰ chaotic photons per second; the new method is like a flawless column of soldiers, each one accounted for.