A Continuous Time Crystal Observed by Researchers

A large quartz crystal.

Researchers from the Institute of Laser Physics at Universität Hamburg have succeeded for the first time in realizing a time crystal that spontaneously breaks continuous time translation symmetry. (Image: via Pixabay)

Researchers from the Institute of Laser Physics at Universität Hamburg have succeeded for the first time in realizing a time crystal that spontaneously breaks continuous time translation symmetry. They report their observation in a study published online by the journal Science.

What is a time crystal?

The idea of a time crystal goes back to Nobel laureate Franck Wilczek, who first proposed the phenomenon: similar to water spontaneously turning into ice around the freezing point, thereby breaking the translation symmetry of the system, the time translation symmetry in a dynamical many-body system spontaneously breaks when a time crystal is formed.

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The image shows cold atoms (in yellow) in an optical resonator on their way to form a time crystal.
The image shows cold atoms (in yellow) in an optical resonator on their way to form a time crystal. (Image: via AG Hemmerich)

In recent years, researchers have already observed discrete or Floquet time crystals in periodically driven closed and open quantum systems. Dr. Hans Keßler from Prof. Andreas Hemmerich’s group at the Cluster of Excellence, said:

“In all previous experiments, however, the continuous-time translation symmetry is broken by a time-periodic drive, CUI: Advanced Imaging of Matter. The challenge for us was to realize a system that spontaneously breaks the continuous time translation symmetry.”

Using a Bose-Einstein condensate inside an optical high-finesse cavity

In their experiment, the scientists used a Bose-Einstein condensate inside an optical high-finesse cavity. Using a time-independent pump, they observed a limit cycle phase which is characterized by emergent periodic oscillations of the intracavity photon number accompanied by the atomic density cycling through recurring patterns.

They found that the time phase of the oscillations takes random values between 0 and 2π, as expected for spontaneously broken continuous symmetry. By identifying the stability area in the relevant parameter space and showing the persistence of the limit cycle oscillations even in the presence of strong temporal perturbations, the researchers demonstrated the robustness of the dynamic phase.

Provided by University of Hamburg [Note: Materials may be edited for content and length.]

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