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The computer works almost like a guitar. The ETH Zurich quantum physicist Yiwen Chu and her team use tiny mechanical vibrations to store and process information. These vibrations behave much like the vibrating strings of a guitar, which produce musical notes.
What sounds like music is, in fact, quantum physics. The vibrations that Chu and her team work with are far beyond the range of human hearing. They occur deep inside a quantum chip, where they are used to store quantum information.
These vibrations enable Chu's quantum computer to perform its calculations as efficiently as possible while making flexible use of a working memory. "The interaction between the quantum processor and the quantum memory provides a crucial foundation with a view to establishing quantum computers as a powerful and reliable way to perform computations that are not feasible with conventional computers," Chu says.
The physics professor conducts research on quantum information and quantum computer architectures. Her team recently presented a new approach in the journal Science that separates computation from working memory much more clearly than many existing quantum computing models, which tightly integrate processing and storage.
New quantum working memory modeled on digital computing
To achieve this, Chu and her team developed a new quantum computer architecture that was intentionally modeled on classical digital computers. In these systems, a central processing unit (CPU) processes data that is stored separately in a working memory—known in classical computer science as random access memory (RAM). The computer architecture defines how a computer's individual components are organized to process data as efficiently as possible.
In Chu's approach, a so-called superconducting qubit takes on the role of the central processing and control unit performed by the central processing unit (CPU) in a digital computer. At the same time, the information to be processed is temporarily stored in a quantum memory, making it available throughout the computation.
"In our quantum working memory, however, information is not stored electromagnetically—as is usually the case today—but rather in the form of mechanical vibrations," Chu explains.
To perform a computation, the qubit accesses a piece of information—that is, a vibration—in the quantum memory, processes and modifies it, and then writes it back. "In concrete terms, our quantum chip contains so-called mechanical resonators, tiny components that start to vibrate when storing information," Chu continues.
Every vibration stores a piece of information
Like the strings of a guitar, which produce different tones depending on how they vibrate, the resonators can also vibrate in many different ways—physicists refer to these as vibrational modes. In the language of computer science, these modes correspond to the number of available memory slots. In other words, each type of vibration stores different information.
Within the vibrational modes, different vibrational states can in turn be realized. These refer to the specific state of a vibration at any given time, in which information is stored in such a way that it can be flexibly accessed and written back again. From an information-theory perspective, these states correspond to the content of the memory slots.
In quantum physics terms, however, these states represent the crucial difference from a guitar—and also from a digital computer. The vibrations of a string follow the rules of classical physics, which describe our everyday world. In contrast, in a quantum chip, the laws of quantum mechanics apply, governing the behavior of the smallest particles.
There, states can exist in superposition and be entangled—a form of "both/and" that does not exist in classical physics. Digital computers likewise work only with two clearly distinct states: 0 or 1.
This ability to place states in superposition or to entangle them opens up additional pathways for quantum computation. The major promise of quantum computers is therefore that, one day, they may solve certain highly complex problems more efficiently than classical computers—or even tackle tasks that conventional computers cannot solve at all.
The advantage: More vibrations mean more memory
For quantum computers to compute and store information reliably, researchers must be able to precisely control and manipulate these states. This is possible when the processing unit and the working memory are strongly coupled.
In Chu's system, this works as follows: The resonators store the respective information in a specific vibrational state. When the qubit retrieves information from the quantum working memory, it processes and modifies this vibrational state and then stores it again.
Until now, many quantum computing models have combined electromagnetic memory with superconducting qubits, since both—individually and in combination—are well studied and proven. Electromagnetic memory technologies allow quantum states to be read out, modified and controlled with very high precision.
Their drawback: They are relatively large and require a great deal of space—which is likely to hinder the development of experimental laboratory devices into market-ready quantum computers for research and industry. This is where Chu's work comes in.
Mechanical resonators, by contrast, are significantly smaller and more compact. They also offer greater storage capacity because they support many different vibrational modes and can therefore store more information simultaneously than electromagnetic memory. In addition, they keep quantum states stable for longer, without the vibrations fading and information being lost. This extends storage time.
New computer architecture passes stress test
In Science, Chu has now experimentally demonstrated for the first time that mechanical resonators can be successfully coupled and combined with superconducting qubits to perform quantum computations. This provides proof of feasibility: Vibrating memory systems can represent a promising alternative to electromagnetic approaches.
Whether the method will prevail now depends on how well it can be scaled. In other words, Chu's quantum chip must also function reliably in larger quantum computing systems with expanded computational capabilities.
Chu's team is continuing this line of research. A proof of principle has already been published in Science: Their approach of embedding qubits and resonators into a new computer architecture is capable not only of performing simple computational tasks but also more demanding ones.
The research group tested the computational capability of its approach using two key problems, which are among the most important computational methods in quantum computing: the quantum Fourier transform and period finding.
"The Quantum Fourier Transform is a fundamental computational procedure required for many quantum algorithms. The period-finding algorithm we implemented served as a demonstration of how this procedure can be used," explains Igor Kladaric, doctoral student in Chu's team and co-author of the publication.
Both methods require a quantum computing system to precisely control, store and coherently link many quantum states simultaneously. If this is achieved, a quantum computer is considered fundamentally capable of computation—and this is exactly what Chu's approach demonstrates.
Foundation for a powerful quantum computer
In principle, Chu's quantum computing system can perform all basic computational steps required to execute any arbitrary quantum computation. This shows that the approach is fundamentally suitable as a general-purpose, programmable quantum computer.
There is still a long way to go before a sufficiently powerful and reliable quantum computer can be used in research and industry. However, Chu's approach represents a highly promising step forward.
Publication details
Yu Yang et al, Mechanical resonator–based quantum computing, Science (2026). DOI: 10.1126/science.aef4139
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Citation: Using mechanical vibrations instead of magnetic memory for quantum computing (2026, July 9) retrieved 13 July 2026 from https://phys.org/news/2026-07-mechanical-vibrations-magnetic-memory-quantum.html
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