The time-domain response of highly conducting targets following a rapidly
terminated electromagnetic pulse displays three distinct regimes: early,
intermediate and late time. The intermediate and late times are characterized
by a superposition of exponentially decaying eigenmodes. At early time an ever
increasing number of rapidly decaying modes contribute, with the result that
the scattered electric field displays a universal $t^{-1/2}$ power law which
emerges from the diffusive decay of a pattern of surface currents induced by
the pulse. The power law amplitude reflects the surface geometry of the target,
a property that may prove useful in buried target classification in geophysical
remote sensing applications.