Abstract As a fundamental theory for structural transformations, the Zener ordering of interstitials in a body-centered cubic host lattice, which was established more than half a century ago, has been challenged by recent first-principles investigations. In this Letter, we rigorously prove the existence of the Zener ordering via Monte Carlo simulations with complete interstitial interactions and demonstrate the critical role of long-range indirect strain-induced interactions in stabilizing the Zener ordering. These insights improve our understanding of the self-induced collective ordering of point defects in a host lattice, and complete the fundamental physics of alloys and order-disorder phase transitions.
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