March 4, 2019
New hurdle cleared in race toward quantum computing
Fractional Quantum Hall quasiparticles experimentally shown to interfere
WEST LAFAYETTE, Ind. — Qubits, the units used to encode information in quantum computing, are not all created equal. Some researchers believe that topological qubits, which are tougher and less susceptible to environmental noise than other kinds, may be the best medium for pushing quantum computing forward.
Quantum physics deals with how fundamental particles interact and sometimes come together to form new particles called quasiparticles. Quasiparticles appear in fancy theoretical models, but observing and measuring them experimentally has been a challenge. With the creation of a new device that allows researchers to probe interference of quasiparticles, we may be one giant leap closer. The findings were published Monday in Nature Physics.
“We’re able to probe these particles by making them interfere,” said Michael Manfra, the Bill and Dee O’Brian Chair Professor of Physics and Astronomy at Purdue University. “People have been trying to do this for a long time, but there have been major technical challenges.”
To study particles this small, Manfra’s group builds teeny, tiny devices using a crystal growth technique that builds atomic layer by atomic layer, called molecular beam epitaxy. The devices are so small that they confine electrons to two dimensions. Like a marble rolling around on a tabletop, they can’t move up or down.
If the device, or “tabletop,” is clean and smooth enough, what dominates the physics of the experiment is not electrons’ individual actions, but how they interact with each other. To minimize the individual energy of particles, Manfra’s team cooled them down to extremely low temperatures – around minus-460 degrees Fahrenheit. Additionally, the electrons were subjected to a large magnetic field. Under these three conditions: extremely cold temperatures, confined to two dimensions, and exposed to a magnetic field, really strange physics starts to happen. Physicists call this the fractional quantum hall regime.
“In these exotic conditions, electrons can arrange themselves so that the basic object looks like it carries one-third of an electron charge,” said Manfra, who is also a professor of materials engineering, and electrical and computer engineering. “We think of elementary particles as either bosons or fermions, depending on the spin of the particle, but our quasiparticles have a much more complex behavior as they evolve around each other. Determining the charge and statistical properties of these states is a long-standing challenge in quantum physics.”
To make the particles interfere, Manfra’s group built an interferometer: a device that merges two or more sources of quasiparticles to create an interference pattern. If you threw two stones into a pond, and their waves intersected at some point, this is where they would generate interference and the patterns would change.
But replicating these effects on a much smaller scale is extremely difficult. In such a cramped space, electrons tend to repel each other, so it costs additional energy to fit another electron into the space. This tends to mess up the interference effects so researchers can’t see them clearly.
The Purdue interferometer overcomes this challenge by adding metallic plates only 25 nanometers away from the interfering quasiparticles. The metallic plates screen out the repulsive interactions, reducing energy cost and allowing interference to occur.
The new device has identical walls on each side and metal gates, somewhat like a pinball machine. But unlike a pinball, which scatters around chaotically, the electrons in this device follow a very strict pattern.
“The magic of the quantum hall effect is that all of the current will travel on the edge of the sample, not through the middle,” said James Nakamura, a Ph.D. candidate at Purdue and lead author of the paper. “When quasiparticles are tunneled across the beam splitter, they’re split in half, in a quantum mechanical sense. That happens twice, at two beam splitters, and interference occurs between the two different paths.”
In such a bizarre realm of physics, it can be difficult for researchers to know if what they think they’re seeing is what they’re actually seeing. But these results show that, potentially for the first time, researchers have witnessed the quantum mechanical interference of quasiparticles.
This mechanism could also help in the development of topological qubits down the road.
“As far as we know, this is the only viable platform for trying to do more complex experiments that may, in more complicated states, be the basis of a topological qubit,” Manfra said. “We’ve been trying to build these for a while, with the end goal of validating some of these very strange properties. We’re not all the way there yet, but we have shown this is the best way forward.”
This research was supported by the Department of Energy, W. M. Keck Foundation and Nokia Bell Labs.
Writer: Kayla Zacharias, 765-494-9318, firstname.lastname@example.org
Sources: Michael Manfra, 765-494-3016, email@example.com
James Nakamura, firstname.lastname@example.org
Note to Journalists: For a copy of the paper, please contact Kayla Zacharias, Purdue News Service, email@example.com.
Aharonov-Bohm interference of fractional quantum Hall edge modes
J. Nakamura, S. Fallahi, H. Sahasrabudhe, R. Rahman, S. Liang, G. C. Gardner, M. J. Manfra
The braiding statistics of certain fractional quantum Hall states can be probed via interferometry of their edge states. Practical difficulties including loss of phase coherence make this a challenging task. We demonstrate operation of a small Fabry-Perot interferometer in which highly coherent Aharonov-Bohm oscillations are observed in the integer and fractional quantum Hall regimes. Careful design of the heterostructure suppresses Coulomb effects and promotes strong phase coherence. We characterize the coherency of edge mode interference by the energy scale for thermal damping and determine the velocities of the inner and outer edge modes independently via selective backscattering of edge modes originating in the N = 0, 1, 2 Landau levels. We also observe clear Aharonov-Bohm oscillations at fractional filling factors n = 2/3 and n = 1/3, which indicates that our device architecture provides a platform for measurement of anyonic braiding statistics.