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Los investigadores han dividido fonones en un paso hacia un nuevo tipo de computadora mecánica cuántica lineal

Los investigadores han dividido fonones en un paso hacia un nuevo tipo de computadora mecánica cuántica lineal

Impresión artística de una plataforma para computación cuántica mecánica lineal (LMQC). El elemento transparente central es el divisor de haz de fonones. Las bolas azul y roja representan fonones individuales, que son movimientos mecánicos colectivos de miles de millones de átomos. Estos movimientos mecánicos se pueden visualizar como ondas acústicas superficiales que llegan al divisor de haz desde direcciones opuestas. La interferencia de dos fonones en el divisor de haz es fundamental para LMQC. Los fonones resultantes que salen de la imagen están en un estado de dos teléfonos, con un teléfono ‘azul’ y un fonón ‘rojo’ juntos. Crédito: Peter Allen

Los experimentos son los primeros de su tipo y podrían conducir a nuevos desarrollos en computación.

En dos experimentos, los investigadores utilizaron un divisor de haz acústico para dilucidar las propiedades cuánticas de los fonones.

Cuando escuchamos nuestra canción favorita, lo que suena como una onda continua de música en realidad viaja como pequeños paquetes de partículas cuánticas llamadas fonones.

Las leyes de la mecánica cuántica establecen que las partículas cuánticas son fundamentalmente indivisibles y, por lo tanto, no se pueden dividir, pero los investigadores de la Escuela Pritzker de Ingeniería Molecular (PME) en[{» attribute=»»>University of Chicago are exploring what happens when you try to split a phonon.

In two experiments – the first of their kinds – a team led by Prof. Andrew Cleland used a device called an acoustic beamsplitter to “split” phonons and thereby demonstrate their quantum properties. By showing that the beamsplitter can be used to both induce a special quantum superposition state for one phonon, and further create interference between two phonons, the research team took the first critical steps toward creating a new kind of quantum computer.

The results are newly published in the journal Science and built on years of breakthrough work on phonons by the team at Pritzker Molecular Engineering.

Creating Linear Mechanical Quantum Computer

In first-of-their-kind experiments, a research team at the Pritzker School of Molecular Engineering took critical steps toward creating a linear mechanical quantum computer. Credit: Joel Wintermantle

“Splitting” a phonon into a superposition

In the experiments, researchers used phonons that have roughly a million times higher pitch than can be heard with the human ear. Previously, Cleland and his team figured out how to create and detect single phonons and were the first to entangle two phonons.

To demonstrate these phonons’ quantum capabilities, the team — including Cleland’s graduate student Hong Qiao — created a beamsplitter that can split a beam of sound in half, transmitting half and reflecting the other half back to its source (beamsplitters already exist for light and have been used to demonstrate the quantum capabilities of photons). The whole system, including two qubits to generate and detect phonons, operates at extremely low temperatures and uses individual surface acoustic wave phonons, which travel on the surface of a material, in this case, lithium niobate.

Hong Qiao and Chris Conner

Graduate student Hong Qiao (left) and graduate student Chris Conner work in the lab of Prof. Andrew Cleland. Credit: Joel Wintermantle

However, quantum physics says a single phonon is indivisible. So when the team sent a single phonon to the beamsplitter, instead of splitting, it went into a quantum superposition, a state where the phonon is both reflected and transmitted at the same time. Observing (measuring) the phonon causes this quantum state to collapse into one of the two outputs.

The team found a way to maintain that superposition state by capturing the phonon in two qubits. A qubit is the basic unit of information in quantum computing. Only one qubit actually captures the phonon, but researchers cannot tell which qubit until post-measurement: In other words, the quantum superposition is transferred from the phonon to the two qubits. The researchers measured this two-qubit superposition, yielding “gold standard proof that the beamsplitter is creating a quantum entangled state,” said Cleland, who is also a scientist at the U.S. Department of Energy’s Argonne National Laboratory.

“The outcome confirmed we have the technology we need to build a new kind of linear mechanical quantum computer.”

Andrew Cleland, John A. MacLean Sr. Professor of Molecular Engineering Innovation and Enterprise

Showing phonons behave like photons

In the second experiment, the team wanted to show an additional fundamental quantum effect that had first been demonstrated with photons in the 1980s. Now known as the Hong-Ou-Mandel effect, when two identical photons are sent from opposite directions into a beamsplitter at the same time, the superposed outputs interfere so that both photons are always found traveling together, in one or the other output directions.

Importantly, the same happened when the team did the experiment with phonons – the superposed output means that only one of the two detector qubits captures phonons, going one way but not the other. Though the qubits only have the ability to capture a single phonon at a time, not two, the qubit placed in the opposite direction never “hears” a phonon, giving proof that both phonons are going in the same direction. This phenomenon is called two-phonon interference.

Linear Mechanical Quantum Computer Research Team

The new paper’s authors included (from left) graduate student Rhys Povey, graduate student Chris Conner, graduate student Jacob Miller, graduate student Yash Joshi, graduate student Hong Qiao (lead author of the paper), graduate student Haoxiong Yan, graduate student Xuntao Wu, and postdoctoral researcher Gustav Andersson. Credit: Joel Wintermantle

Getting phonons into these quantum-entangled state is a much bigger leap than doing so with photons. The phonons used here, though indivisible, still require quadrillions of atoms working together in a quantum mechanical fashion. And if quantum mechanics rules physics at only the tiniest realm, it raises questions of where that realm ends and classical physics begins; this experiment further probes that transition.

“Those atoms all have to behave coherently together to support what quantum mechanics says they should do,” Cleland said. “It’s kind of amazing. The bizarre aspects of quantum mechanics are not limited by size.”

Creating a new linear mechanical quantum computer

The power of quantum computers lies in the “weirdness” of the quantum realm. By harnessing the strange quantum powers of superposition and entanglement, researchers hope to solve previously intractable problems. One approach to doing this is to use photons, in what is called a “linear optical quantum computer.”

A linear mechanical quantum computer – which would use phonons instead of photons – itself could have the ability to compute new kinds of calculations. “The success of the two-phonon interference experiment is the final piece showing that phonons are equivalent to photons,” Cleland said. “The outcome confirms we have the technology we need to build a linear mechanical quantum computer.”

Unlike photon-based linear optical quantum computing, the UChicago platform directly integrates phonons with qubits. That means phonons could further be part of a hybrid quantum computer that combines the best of linear quantum computers with the power of qubit-based quantum computers.

The next step is to create a logic gate – an essential part of computing – using phonons, on which Cleland and his team are currently conducting research.

Reference: “Splitting phonons: Building a platform for linear mechanical quantum computing” by H. Qiao, É. Dumur, G. Andersson, H. Yan, M.-H. Chou, J. Grebel, C. R. Conner, Y. J. Joshi, J. M. Miller, R. G. Povey, X. Wu NS A. N. Cleland, 8 June 2023, Science.
DOI: 10.1126/science.adg8715

Other authors on the paper include É. Dumur, G. Andersson, H. Yan, M.-H. Chou, J. Grebel, C. R. Conner, Y. J. Joshi, J. M. Miller, R. G. Povey, and X. Wu.

Funding: Air Force Office of Scientific Research, Army Research Laboratory, the Department of Energy’s Office of Science National Quantum Information Science Research Centers, National Science Foundation

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