A rectangle of perfectly conducting wire having sides a and b , a mass M and a self-inductance L, moves with an initial velocity v in its plane, directed along its longest side, from
a region with B= 0 to a region with a magnetic field B=Bo which is uniform and perpendicular to the plane of the rectangle. Describe the motion of the rectangle as a function of time,
(i.e. find, and solve the equation of motion for the rectangle)
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