Louis-Thomas Gendron

most citedNonlinear longitudinal current of band-geometric origin in wires of finite thickness

3 citations · 3 across the 2 of their papers we have counts for

collaborators

2 papers

cond-mat.str-el2024

Collapse of susceptibility and non-trivial spin dynamics in the hyper-honeycomb magnet $β$ -Li $_{2}$ IrO $_{3}$ under high pressure

Aimé Verrier, Vikram Nagarajan, Louis-Thomas Gendron +2

We present high-pressure (2 GPa) $^{7}$ Li nuclear magnetic resonance (NMR) measurements on single crystals of the hyper-honeycomb Kitaev magnet $β$ -Li $_{2}$ IrO $_{3}$ . The spectra show ev…

cond-mat.mes-hall2024★ 3 cited

Nonlinear longitudinal current of band-geometric origin in wires of finite thickness

Robin Durand, Louis-Thomas Gendron, Théo Nathaniel Dionne +1

The miniaturization of integrated circuits is facing an obstruction due to the escalating electrical resistivity of conventional copper interconnects. The underlying reason for thi…

Collapse of susceptibility and non-trivial spin dynamics in the hyper-honeycomb magnet β-Li2​IrO3​ under high pressure

Nonlinear longitudinal current of band-geometric origin in wires of finite thickness

Collapse of susceptibility and non-trivial spin dynamics in the hyper-honeycomb magnet $β$ -Li $_{2}$ IrO $_{3}$ under high pressure