Abstract
Abstract In the quasi-free electron model, the Fermi surface spreads into a sphere in the Brillouin zone, i.e., the Fermi sphere. The Fermi sphere exists widely in metal systems, no matter whether the crystal is in a body-center cubic, face-center cubic, or hexagonal close-packed lattice. Here, we report a class of compounds stabilized at high pressure with Rubik’s cubic Fermi surface, in which the representative example is P m 3 ¯ n -CaCl3. Our quantum-mechanical variable-composition evolutionary simulations predict the thermal stabilities of CaCl3, and the tight-binding model reveals that its unique Fermi surface originates from the quasi-one-dimensional interaction, structural symmetric protection, and particle-hole symmetry breaking. Furthermore, by its flat and steep band structure, CaCl3 has a huge span of effective mass from 9.08 × 103 m e (super-heavy) to 5.13 × 10−4 m e on the Fermi level, which supplies an interesting platform for quasiparticle research.
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