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Abstract
An analytical investigation is presented for distributions of electric field and electric charge arising from Hall effects in superconducting strip lines. Both a longitudinal electric field ${E}_{y}$ (along the strips) and a transverse electric field ${E}_{x}$ (across the strips) are induced by vortex motion with Hall effects. We analytically determined the electric-field distribution using a scaling law ${E}_{x}\ensuremath{\propto}{E}_{y}^{m}$ and then derived a distribution of sheet charge $q(x)$ using a nonlocal relationship between ${E}_{x}(x)$ and $q(x).$ It is also shown that macroscopic charge arises from polarization of moving vortices.
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