Abstract
Macroscopic distribution of electric field and electric charge arising from Hall effects in superconducting strip lines is investigated. Vortex motion with Hall effects brings about both a longitudinal electric field E y (along the strips) and a transverse electric field E x (across the strips). We analytically determine the electric-field distribution using a scaling law E x oc E m y with an exponent 1 ≤ m < 2, and then derive a distribution of sheet charge q(x) using a nonlocal relationship between E x (x) and q(x). The macroscopic charge arises from polarization of moving vortices.
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