Page 7: Research news on Topological materials

Topological materials are condensed-matter systems whose electronic or quasiparticle excitations are characterized by nontrivial topological invariants in momentum space, leading to robust boundary or defect states protected by symmetries such as time-reversal, crystalline, or particle–hole symmetry. Their bulk band structure exhibits features like band inversion and topological band gaps, enabling phenomena such as dissipationless edge or surface conduction, Dirac or Weyl fermions, and Majorana bound states. As physical systems, they serve as platforms for studying topological phases of matter, spin–orbit coupling effects, and emergent gauge fields, with relevance to quantum transport, spintronics, and topological quantum computation.

Quantum breakthrough may lead to sustainable chiral spintronics

A team of physicists led by The City College of New York's Lia Krusin-Elbaum has developed a novel technique that uses hydrogen cations (H+) to manipulate relativistic electronic bandstructures in a magnetic Weyl semimetal—a ...

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