Experiments show that faceting of a vicinal surface can be induced by
surface reconstruction, which often occurs only on sufficiently wide t
erraces. We study this process using a one-dimensional terrace-step mo
del that assigns a lower free energy to terraces wider than a critical
width W-c. When mass is conserved locally, through surface diffusion,
we find that a reconstructed terrace can nucleate the growth of anoth
er such terrace nearby. The dynamics and spatial distribution of facet
s arising from this model are very different from that produced by con
ventional thermal nucleation.