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- W1971591672 abstract "The magnetoconductivity ${ensuremath{sigma}}_{mathrm{xx}}(B)$ of a classical two-dimensional electron crystal on superfluid ${}^{4}$He is nonlinear. Experimentally, we find a contribution to ${ensuremath{sigma}}_{mathrm{xx}}(B)$ which, at constant field $B$, gives ${ensuremath{sigma}}_{mathrm{xx}}(B)ensuremath{propto}{J}_{x}$, the current density, while at constant current, ${ensuremath{sigma}}_{mathrm{xx}}(B)ensuremath{propto}1/B$. For increasing ${J}_{x}$, the Hall velocity ${ensuremath{upsilon}}_{H}$ slowly approaches the ripplon velocity ${ensuremath{upsilon}}_{l}$ at the first reciprocal lattice vector, due to strong electron-ripplon interactions with the helium. The magnetoconductivity then decreases sharply for ${ensuremath{upsilon}}_{H}>{ensuremath{upsilon}}_{1}$." @default.
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- W1971591672 date "1996-08-12" @default.
- W1971591672 modified "2023-09-25" @default.
- W1971591672 title "Hall-Velocity Limited Magnetoconductivity in a Classical Two-Dimensional Wigner Crystal" @default.
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- W1971591672 doi "https://doi.org/10.1103/physrevlett.77.1350" @default.
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