A team of physicists dispels Rayleigh's curse
An ideal optical system would resolve a point perfectly as a point. However, due to the wave nature of light, diffraction occurs, caused by the limiting edges of the system's apertures. The result is that the image of a point is a blur. This limits the resolution of any imaging system, including microscopes, telescopes, and cameras. The quantitative formulation of this phenomenon is the time-honored Rayleigh's limit.
Rayleigh's curse limits the minimum distance that can be distinguished with visible light: on the order of 0.1 micrometer (a bacterium, for example, has a size of 2 micrometers), “which is a great limitation to our ability to see finer details”, says Luis Sánchez Soto, Professor at the Faculty of Physics at Complutense University of Madrid (UCM).
In cooperation with scientists from Palacký University in Olomouc (Czech Republic), the physicist has managed to break this limit, reaching resolutions up to 17 times lower than those purported by Lord Rayleigh.
“Textbook Optics should be reconsidered and Rayleigh's limit shall be placed in a broader context”, says Sánchez Soto, who is also a researcher at the Max-Planck Institute for the Science of Light in Erlangen (Germany).
The research, published in Optica, is the culmination of a thrilling race between four teams of scientists around the world. Everyone wanted to prove the violation of this limit, but the group led by the Spanish was the first to achieve it.
Improvements in imaging systems
The experiment shows that Rayleigh's curse is not inherent, but a consequence of not having chosen a good detection strategy. “So far, all our telescopes or microscopes directly observed intensity. Here we propose a scheme that optimizes the information obtainable and can exceed the Rayleigh limit”, says the physicist.
The applications of this scientific breakthrough are “indubitable”. Some companies have already shown interest in the discovery.
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Reference: Martin Paúr, Bohumil Stoklasa, Zdenek Hradil, Luis L. Sánchez-Soto y Jaroslav Rehacek. “Achieving the ultimate optical resolution”, Optica 3 (10), 1144-1147, 2016. DOI: 10.1364/OPTICA.3.001144.
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