Interfaces & Planar Defects

an antiphase boundary

Some alloys are not just a random mix of two kinds of atom; they are ordered, meaning the A atoms and B atoms sit on their own regular, alternating sub-lattices, like a perfectly laid checkerboard of black and white squares. Now imagine two such checkerboards growing toward each other and meeting a bit out of step, so that black squares meet black instead of black meeting white. Along that seam the tidy alternation is broken. That out-of-step seam is an antiphase boundary (APB).

An antiphase boundary is a planar defect specific to ORDERED alloys (superlattices) such as Cu3Au or Ni3Al. On either side the crystal is perfectly ordered, but the two domains are shifted relative to each other by a vector that is a lattice translation of the disordered structure but NOT of the ordered one, so across the boundary you find wrong neighbours (A next to A, B next to B) that the ordering wanted to avoid. That costs energy, the APB energy, because it creates unfavourable bonds. The regions of consistent order separated by APBs are called antiphase domains.

APBs are central to the strength of ordered intermetallics like the Ni3Al that stiffens jet-engine superalloys. A dislocation moving through an ordered crystal creates an APB in its wake, so dislocations travel in bound pairs (superdislocations) that drag an APB ribbon between them; the energy cost makes these alloys unusually strong, and even stronger as temperature rises. Honest note: an APB is not a grain boundary. The crystal lattice runs continuously and unrotated straight through it; only the chemical ordering pattern is out of step.

In ordered Cu3Au, two ordered regions can meet shifted by half a cell, so gold atoms that should be kept apart end up as neighbours across the seam. That out-of-register chemical mismatch is an antiphase boundary.

An antiphase boundary is an out-of-step seam in an ordered alloy: the lattice continues, but the A/B ordering pattern jumps.

Beginners confuse APBs with grain boundaries. There is no misorientation at an APB; the lattice is unbroken and unrotated, and only the ordering (which site is A, which is B) is shifted.

Also called
APBantiphase domain boundary反相疇界