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Abstracts Book - IMRC 2018

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• SB1-P028<br />

DIFFERENTIATION IN GEOMETRICAL PROPERTIES OF<br />

BIOPHYSICAL MODELS OF PERICELLULAR BRUSHES FOUND ON<br />

THE SURFACE OF CANCEROUS AND NORMAL CERVICAL<br />

EPITHELIAL CELLS<br />

Juan de Dios Hernández Velázquez 1<br />

1<br />

Universidad Autónoma de Nuevo León, Centro de Investigación en Ciencia Físico-<br />

Matemáticas, Mexico.<br />

Differences in geometrical properties have been found on the topographies of<br />

pericellular brushes models representing cancerous and healthy cell surfaces.<br />

Using dissipative particle dynamics method, we study the influence of the brush<br />

composition, chain stiffness and solvent quality on the fractal dimension of the<br />

images. In addition to the fractal dimension calculation, lacunarity was obtained<br />

also, which is a measure of the distribution of gaps in the image. Soft,<br />

monodisperse brushes are found to have smaller fractal dimension than soft<br />

polydisperse ones, under poor solvent conditions, in agreement with recent<br />

experiments on freeze-dried cancerous and healthy human cervical epithelial<br />

cells. The topographies of the brushes on healthy model cells are found to be<br />

more textured than their cancerous counterparts, as indicated by the smaller<br />

lacunarity of the latter. These results may explain why cancerous cells appear to<br />

be simply fractal while healthy ones are multifractal. Additionally, we show how<br />

the image resolution becomes critical for the accurate assessment of differences<br />

between images different cells.<br />

Keywords: Cancer, Fractal dimension, Lacunarity<br />

Presenting authors email: juanddiosh@gmail.com

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