“…A phenomenological expression for this directional transport is expressed by generalizing Onsager’s theorem as follows 9 , 10 where R 0 , β , γ , I, and B represent the resistance at zero magnetic field, the coefficient of the normal magnetoresistance (MR), the nonreciprocal transport coefficient, electric current, and the external in-plane magnetic field perpendicular to I , respectively. Experimentally, nonreciprocal charge transport has been demonstrated in a variety of low-symmetry systems, including topological insulators/semimetals 11 – 14 , polar semiconductors 15 , 16 , semiconductor heterostructures 17 , superconducting systems 18 – 21 and correlated oxide heterostructures 22 – 24 . Achieving a high magnitude of this directional charge transport is of vital importance towards the next-generation two-terminal rectification and spin-orbitronic devices 20 , 25 .…”