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Harold S. Park's picture

Nonlocal Instability Analysis of FCC Bulk and (100) Surfaces Under Uniaxial Stretching

The objective of this paper is to examine the instability characteristics of both a bulk FCC crystal  and a (100) surface of an FCC crystal under uniaxial stretching along a <100> direction using an atomistic-based nonlocal instability criterion.  By comparison to benchmark atomistic simulations, we demonstrate that for both the FCC bulk and (100) surface, about 5000-10000 atoms are required in order to obtain an accurate converged value for the instability strain and a converged instability mode.  The instability modes are fundamentally different at the surface as compared to the bul

Alejandro Mota's picture

USNCCM-11 Minisymposium: Recent Advances in Nonlocal Computational Mechanics

11th US National Congress on Computational Mechanics

July 25-29, 2011. Minneapolis, MN

A mini-symposium on Recent Advances in Nonlocal Computational Mechanics

Abstract submission deadline: January 31, 2011 (minisymposium 3.3)



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