An ohmic ring with radius a, mass M, and total resistance R lies in the x y plane At t 0, the center of the ring passes by the origin with velocity v v 0 x How far does the ring travel before stopping if all space is filled with a magnetic field B B 0 (x x 0 )z Assume that a x 0 and use conservation of energy

Question: An ohmic ring with radius a, mass M, and total resistance R lies in the x-y plane. At t = 0, the center of the

An ohmic ring with radius a, mass M, and total resistance R lies in the x-y plane. At t = 0, the center of the ring passes by the origin with velocity v = v₀x̂. How far does the ring travel before stopping if all space is filled with a magnetic field B = B₀(x/x₀)ẑ? Assume that a x₀and use conservation of energy.

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