For decades, the concept of a “time crystal” sounded like pure science fiction. It suggests a form of matter that defies the standard laws of physics by repeating in time rather than space. However, recent breakthroughs have moved this concept from theory to reality. Physicists have successfully stabilized time crystals for record-breaking durations, proving they can hold their state long enough to potentially serve as robust memory units for quantum computers.
To understand a time crystal, you first need to look at a standard crystal, like salt or diamond. In a standard crystal, atoms arrange themselves in a repeating pattern in space. If you move a certain distance to the right or left, you see the exact same atomic structure. This is a break in “spatial translation symmetry.”
Time crystals do the same thing, but in the fourth dimension: time. Proposed by Nobel laureate Frank Wilczek in 2012, these are phases of matter that repeat a pattern in time without consuming energy.
In most physical systems, if you perform an experiment now or five minutes from now, the results should be the same. This is time-translation symmetry. A time crystal breaks this rule.
When a time crystal is subjected to a periodic driver (like a laser pulse), it doesn’t just vibrate at the same frequency as the laser. Instead, it locks into a sub-harmonic frequency. For example, if you poke it twice, it might only move once. It maintains this rhythm indefinitely without heating up or losing energy to the environment. This stability is exactly what makes them attractive for computing.
The snippet provided highlights a massive leap in stabilization. Early experiments with time crystals, such as those conducted by Google using their Sycamore quantum processor in 2021, only lasted for fractions of a second (milliseconds). While this proved the state of matter existed, it was too fleeting for practical use.
In 2024, researchers led by Alex Greilich at TU Dortmund University in Germany achieved a stunning milestone. They successfully created a time crystal that survived for 40 minutes.
The Dortmund team used a semiconductor material called Indium Gallium Arsenide. They focused on the nuclear spins within the crystal lattice.
This duration is critical. In the world of quantum mechanics, 40 minutes is effectively an eternity. It proves that these systems can be shielded from external noise, which is the primary enemy of quantum coherence.
The primary application for this stabilized matter is quantum memory. Currently, quantum computers suffer from “decoherence.” This happens when qubits (quantum bits) interact with heat or magnetic fields in the environment and lose their information.
Current qubits, made from superconducting circuits or trapped ions, act like a house of cards. One small vibration knocks them down. Time crystals act more like a gel; they are rigid and resist change.
While TU Dortmund holds the current duration record, other institutions are validating the utility of time crystals in different ways.
Despite the excitement, you will not find a time crystal in your laptop next year. Several hurdles remain before commercialization.
Are time crystals perpetual motion machines? No. Perpetual motion machines violate the laws of thermodynamics by creating energy from nothing. Time crystals do not produce energy; they simply move in a repeating pattern without losing energy, because they are in their lowest possible energy state (ground state).
Can time crystals be used in standard computers? It is unlikely. Their properties are specifically useful for quantum superposition and entanglement. They solve problems specific to quantum mechanics, not the binary (0 and 1) logic of standard computers.
Who discovered time crystals? The theoretical concept was proposed by Frank Wilczek in 2012. The first experimental observations were confirmed in 2016 and 2017 by teams at the University of Maryland and Harvard University.
Why is the 40-minute duration important? Quantum operations occur in nanoseconds. If a memory unit lasts 40 minutes, it allows for trillions of operations to occur before the memory fades. This creates a viable buffer for complex calculations.