ONE-DIMENSIONAL RANDOM SUCCESSIVE NUCLEATION GROWTH MODEL

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ONE-DIMENSIONAL RANDOM SUCCESSIVE NUCLEATION GROWTH MODEL

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WU FENG-MIN, WANG YAN, WU ZI-QIN

Acta Phys. Sin., 1996, 45(12): 1960-1969.

Abstract
A computer simulation model of one-dimensional random successive nucleation growth is presented. A series of patterns and their fractal dimensions are obtained for three near-neighbor conditions. The simulated structures are similar to those of porous silicon. The properties of the D-X curve and the critical threshold of the cluster change from fractal to uniform structure are also discussed briefly.
Authors and contacts
WU FENG-MIN¹,

WANG YAN²,

WU ZI-QIN²

(1)浙江工业大学; (2)中国科学技术大学基础物理中心
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