Construct · 1 fields · 2 citations
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In the theory of dislocations, a jog is a short step in a dislocation line that carries the line from one glide plane to an adjacent one, as distinct from a kink, which is a step lying within the glide plane. Hirth and Lothe's Theory of dislocations and Hull and Bacon's Introduction to dislocations set out how jogs form when dislocations intersect and how a moving jog drags behind it a trail of vacancies or interstitials, impeding glide. The referent is a localized out-of-plane step on a dislocation, counted per unit length and described by its height, and it anchors how work hardening and point-defect generation are explained in deforming crystals.[1][2]
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