"Atomistic simulations of nanometer size metal clusters" by Dilip Yeshwant Paithankar
 

Atomistic simulations of nanometer size metal clusters

Dilip Yeshwant Paithankar, Purdue University

Abstract

The atomic structure, melting behavior, and elastic properties of nanometer-size metal clusters are investigated through atomistic simulations. The lowest energy atomic structure of a cluster as a function of cluster size is explored both for various metals described by the embedded atom method (EAM) interatomic potential and for inert gases described by the pair-wise Lennard-Jones (LJ) potential. We find that the preferred structure for large clusters is a single FCC crystal, the same structure that is exhibited in the bulk. Small clusters, in contrast prefer a multiply twinned icosahedral structure. The exact size at which the transition to a single FCC crystal occurs is dependent on the material. There appears to be an inverse correlation between the transition size and the non-dimensionalized elastic constant C$\sbsp{12}{*}$ of the bulk material. The melting behavior of clusters with up to 586 atoms is examined. Different interaction potentials, viz., Lennard-Jones, gold (EAM), and nickel (EAM) are studied. The melting temperatures obtained by means of molecular dynamics are correlated with a model obtained from classical thermodynamics. A plot of the ratio of the cluster melting over the bulk melting temperature versus the reciprocal of the number of atoms raised to the one third power yields a "universal" curve for the three interaction potentials. The elastic deformation of nanometer scale gold (EAM) clusters is studied. The elastic compression and harmonic vibration of a series of truncated octahedral clusters having FCC symmetry (N = 38, 201, 586, 1289, 2406) are simulated by molecular dynamics calculations. The yield stress at 0 K for these clusters is also calculated and correlated with cluster size. It is found that the simulation results, both for static compression at 0 K and for harmonic vibration, can be modeled in terms of a continuum elastic constant analogous to the bulk elastic modulus.

Degree

Ph.D.

Advisors

Talbot, Purdue University.

Subject Area

Chemical engineering

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