A ring of mass m and radius r has charge -Q uniformly distributed around it. The ring is located a distance h from an infinite grounded conducting plane. Let z be the vertical coordinate with z = 0 taken to be the center of the infinite conducting plane. Find the electric field above the conducting plane at points on the axis of the ring. Your answer should be a function of Q, r, and h.
A ring of mass m and radius r has charge -Q uniformly distributed around it. The ring is located a distance h from an infinite grounded conducting plane. Let z be the vertical coordinate with z = 0 taken to be the center of the infinite conducting plane. Find the electric field above the conducting plane at points on the axis of the ring. Your answer should be a function of Q, r, and h.
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Subject: Ideal Conductors and Capacitors
A ring of mass m and radius r has charge -Q uniformly distributed around it.
The ring is located a distance h from an infinite grounded conducting plane. Let z be the
vertical coordinate with z = 0 taken to be the center of the infinite conducting plane. Find
the electric field above the conducting plane at points on the axis of the ring. Your answer
should be a function of Q, r, and h.
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