A harmonic oscillator consisting of a neodymium magnet attached inside a sp
ring is driven through resonance. Eddy currents, induced in pipes surroundi
ng the magnet, result in a damping of the motion of the magnet. Our experim
ent makes precise measurements of the motion and damping of the magnet as w
e vary pipe composition, length, thickness, radius, and position. A theoret
ical analysis combining the standard differential equation for a damped, dr
iven harmonic oscillator and Faraday's law of electromagnetic induction giv
es excellent agreement with the experimental results. This analysis allows
for the calculation of electromagnetic damping for any pipe configuration w
hich is coaxial with the magnet's motion and provides strong evidence for t
he eddy current damping analysis of the common demonstration of dropping a
magnet down a conducting tube. (C) 1998 American Association of Physics Tea
chers.