A daunting challenge
As existing quantum computers are scaled up, the challenge of noise and error has grown. The problem is two-fold: Qubits easily change in response to their environment, which can alter the information stored inside them and lead to high rates of error. In addition, if a scientist measures a qubit, to try to gauge the noise it has been exposed to, the qubit state collapses, losing its data.
“It’s a very daunting and difficult task to try to correct the errors within a quantum system,” said Bernien.
Theoretical physicists had previously proposed a solution using spectator qubits, a set of qubits that don’t store any necessary data but could be embedded within a quantum computer. The spectator qubits would track changes in the environment, acting like the microphone contained within noise-cancelling headphones. A microphone, of course, detects only sound waves while the proposed spectator qubits would respond to any environmental perturbations capable of altering qubits.
Two kinds of qubits for noise cancellation
Bernien’s group set out to demonstrate that this theoretical concept could be used to cancel out noise in a neutral atom quantum array— their preferred quantum computer.
In a neutral atom quantum processor, atoms are suspended in place using laser beams called optical tweezers, which Bernien helped develop, earning him accolades such as the 2023 New Horizons in Physics Prize by the Breakthrough Prize Foundation. In large arrays of these suspended atoms, each acts as a qubit, capable of storing and processing information within its superposition state.
In 2022, Bernien and colleagues first reported the ability to make a hybrid atomic quantum processor containing both rubidium and cesium atoms. Now, they’ve adapted that processor so that the rubidium atoms act as data qubits while the cesium atoms are spectator qubits. The team designed a system to continuously read out real-time data from the rubidium atoms and, in response, tweak the cesium atoms with microwave oscillations.
The challenge, Bernien said, was ensuring that the system was quick enough—any adjustments to the rubidium atoms had to be nearly instantaneous.
“What’s really exciting about this is that not only is it minimizing any noise for the data qubits, but it’s an example of actually interacting with a quantum system in real time,” said Bernien.
Proof-of-principle
To test their error minimization approach, Bernien’s group exposed the quantum array to magnetic field noise. They showed that the cesium atoms correctly picked up this noise and their system then cancelled it out in the rubidium atoms in real time.