A linked discrete-continuum model demonstrates that step bunching and meandering can coexist as common growth modes on vicinal surfaces, yielding diverse patterns beyond separate limiting cases.
Ivanov, Source code for the finite difference scheme for the continuum model (2026)
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Step Bunching and Meandering as Common Growth Modes: A Discrete Model and a Continuum Description
A linked discrete-continuum model demonstrates that step bunching and meandering can coexist as common growth modes on vicinal surfaces, yielding diverse patterns beyond separate limiting cases.