A group of researchers from ETH Zurich, led by Yiwen Chu, has achieved a breakthrough in the field of quantum computing. They have demonstrated a quantum chip where random-access memory is built on a fundamentally different basis—mechanical resonators, rather than conventional electromagnetic elements.

The architecture of the new device resembles a classical computer: the central processing unit (CPU) is separated from the random-access memory (RAM). In this case, the CPU is a superconducting qubit, while the RAM consists of miniature mechanical resonators. Data is encoded in the form of microscopic vibrations, reminiscent of the vibration of a guitar string. Each unique vibration shape corresponds to a separate memory cell.

According to the project lead, this separation of computing and memory functions makes the system more flexible and efficient. Mechanical memory offers several significant advantages over electromagnetic memory:

  • Compactness: Mechanical resonators are significantly smaller than their electromagnetic counterparts.
  • Efficiency: A chip measuring just 7.5 by 2.5 mm can support complex quantum computations.
  • Stability: Quantum states in the form of vibrations are preserved longer, critically reducing the risk of data loss.

The development has already been tested on complex tasks. The chip successfully executed the quantum Fourier transform algorithm and period finding—operations that underlie future full-fledged quantum systems. The experiment proved that the vibration-based architecture is suitable for creating programmable quantum computers.

Currently, the research team is focused on testing the scalability of the technology. This is a key step on the path from a laboratory prototype to real-world computing systems.

Analyst's comment: This achievement is not just another experiment. It offers an elegant solution to one of the main problems of quantum computing—decoherence. If mechanical memory can be scaled, we may see a paradigm shift in the design of quantum processors. This is especially important for cryptography, where the stability of the quantum state directly impacts the security of computations.