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Abstract:In this paper we explore the meandering instability of vicinal steps with a kinetic Monte Carlo simulations (kMC) model including the attractive next-nearest neighbor (NNN) interactions. kMC simulations show that increase of the NNN interaction strength leads to considerable reduction of the meandering wavelength and to weaker dependence of the wavelength on the deposition rate F. The dependences of the meandering wavelength on the temperature and the deposition rate obtained with simulations are in good quantitative agreement with the experimental result on the meandering instability of Cu (0 2 24 (2001)]. The effective step stiffness is found to depend not only on the strength of NNN interactions and the Ehrlich-Schwoebel barrier, but also on F. We argue that attractive NNN interactions intensify the incorporation of adatoms at step-edges and enhance step roughening. Competition between NNN and NN interactions results in a 'new form' of meandering instability which we call "roughening-limited" growth, rather than attachment-detachment limited growth that governs the Bales-Zangwill (BZ) instability. The computed effective wavelength and the effective stiffness behave as:

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