Fractal behavior of poly(GC) and poly(TA) DNA segments arranged in quasiperiodic Fibonacci sequence
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文摘

We investigated fractal properties of quasiperiodic chains diluted in solvent.

Solvent-accessible surface area and volume was calculated for these molecules.

As demonstrated just in an infinity rigid chain the exponents tend to unity.

The molecular flexibility is fundamental for explaining the exponents obtained.

Both classes of macromolecules analyzed present a self-similar characteristic.

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