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Semiconductor lattice marries electrons and magnetic moments

Date:
March 22, 2023
Source:
Cornell University
Summary:
A model system created by stacking a pair of monolayer semiconductors is giving physicists a simpler way to study confounding quantum behavior, from heavy fermions to exotic quantum phase transitions.
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A model system created by stacking a pair of monolayer semiconductors is giving physicists a simpler way to study confounding quantum behavior, from heavy fermions to exotic quantum phase transitions.

The group's paper, "Gate-Tunable Heavy Fermions in a Moiré Kondo Lattice," published March 15 in Nature. The lead author is postdoctoral fellow Wenjin Zhao in the Kavli Institute at Cornell.

The project was led by Kin Fai Mak, professor of physics in the College of Arts and Sciences, and Jie Shan, professor of applied and engineering physics in Cornell Engineering and in A&S, the paper's co-senior authors. Both researchers are members of the Kavli Institute; they came to Cornell through the provost's Nanoscale Science and Microsystems Engineering (NEXT Nano) initiative.

The team set out to address what is known as the Kondo effect, named after Japanese theoretical physicist Jun Kondo. About six decades ago, experimental physicists discovered that by taking a metal and substituting even a small number of atoms with magnetic impurities, they could scatter the material's conduction electrons and radically alter its resistivity.

That phenomenon puzzled physicists, but Kondo explained it with a model that showed how conduction electrons can "screen" the magnetic impurities, such that the electron spin pairs with the spin of a magnetic impurity in opposite directions, forming a singlet.

While the Kondo impurity problem is now well understood, the Kondo lattice problem -- one with a regular lattice of magnetic moments instead of random magnetic impurities -- is much more complicated and continues to stump physicists. Experimental studies of the Kondo lattice problem usually involve intermetallic compounds of rare earth elements, but these materials have their own limitations.

"When you move all the way down to the bottom of the Periodic Table, you end up with something like 70 electrons in an atom," Mak said. "The electronic structure of the material becomes so complicated. It is very difficult to describe what's going on even without Kondo interactions."

The researchers simulated the Kondo lattice by stacking ultrathin monolayers of two semiconductors: molybdenum ditelluride, tuned to a Mott insulating state, and tungsten diselenide, which was doped with itinerant conduction electrons. These materials are much simpler than bulky intermetallic compounds, and they are stacked with a clever twist. By rotating the layers at a 180-degree angle, their overlap results in a moiré lattice pattern that traps individual electrons in tiny slots, similar to eggs in an egg carton.

This configuration avoids the complication of dozens of electrons jumbling together in the rare earth elements. And instead of requiring chemistry to prepare the regular array of magnetic moments in the intermetallic compounds, the simplified Kondo lattice only needs a battery. When a voltage is applied just right, the material is ordered into forming a lattice of spins, and when one dials to a different voltage, the spins are quenched, producing a continuously tunable system.

"Everything becomes much simpler and much more controllable," Mak said.

The researchers were able to continuously tune the electron mass and density of the spins, which cannot be done in a conventional material, and in the process they observed that the electrons dressed with the spin lattice can become 10 to 20 times heavier than the "bare" electrons, depending on the voltage applied.

The tunability can also induce quantum phase transitions whereby heavy electrons turn into light electrons with, in between, the possible emergence of a "strange" metal phase, in which electrical resistance increases linearly with temperature. The realization of this type of transition could be particularly useful for understanding the high-temperature superconducting phenomenology in copper oxides.

"Our results could provide a laboratory benchmark for theorists," Mak said. "In condensed matter physics, theorists are trying to deal with the complicated problem of a trillion interacting electrons. It would be great if they don't have to worry about other complications, such as chemistry and material science, in real materials. So they often study these materials with a 'spherical cow' Kondo lattice model. In the real world you cannot create a spherical cow, but in our material now we've created one for the Kondo lattice."

Co-authors include doctoral students Bowen Shen and Zui Tao; postdoctoral researchers Kaifei Kang and Zhongdong Han; and researchers from the National Institute for Materials Science in Tsukuba, Japan.

The research was primarily supported by the Air Force Office of Scientific Research, the National Science Foundation, the U.S. Department of Energy and the Gordon and Betty Moore Foundation.


Story Source:

Materials provided by Cornell University. Original written by David Nutt, courtesy of the Cornell Chronicle. Note: Content may be edited for style and length.


Journal Reference:

  1. Wenjin Zhao, Bowen Shen, Zui Tao, Zhongdong Han, Kaifei Kang, Kenji Watanabe, Takashi Taniguchi, Kin Fai Mak, Jie Shan. Gate-tunable heavy fermions in a moiré Kondo lattice. Nature, 2023; DOI: 10.1038/s41586-023-05800-7

Cite This Page:

Cornell University. "Semiconductor lattice marries electrons and magnetic moments." ScienceDaily. ScienceDaily, 22 March 2023. <www.sciencedaily.com/releases/2023/03/230322140331.htm>.
Cornell University. (2023, March 22). Semiconductor lattice marries electrons and magnetic moments. ScienceDaily. Retrieved December 20, 2024 from www.sciencedaily.com/releases/2023/03/230322140331.htm
Cornell University. "Semiconductor lattice marries electrons and magnetic moments." ScienceDaily. www.sciencedaily.com/releases/2023/03/230322140331.htm (accessed December 20, 2024).

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