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ARUP; ISBN: 978-0-9562121-5-3 - CMBBE 2012 - Cardiff University

ARUP; ISBN: 978-0-9562121-5-3 - CMBBE 2012 - Cardiff University

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addition, Mg 2+ is also a particle which has two positive charges. Furthermore, the<br />

HOPG surface is represented by a monolayer consisted of fixed carbon atoms, which<br />

interacts with DNA fragments and Mg 2+ ions via the Lennard-Jones potential. Several<br />

types of potential function are also adopted for interactions between particles. Assuming<br />

the sticky-end or dissociated-end of DNA fragment, we define hydrogen bond at the end<br />

of DNA fragment by the Morse-type potential. Using these potential functions to<br />

develop the force fields, Langevin-dynamics computations are carried out for the<br />

coarse-grained DNA fragments and Mg 2+ ions in aqueous solution.<br />

4. RESULTS AND DISCUSSION<br />

In this study, DNA fragments and Mg 2+ are randomly located near the surface at the<br />

initial condition in order to focus on the mechanism of self-assembly formation, where<br />

400 DNA fragments and 20400 Mg 2+ ions are contained maintaining electroneutrality.<br />

The temperature is conserved at 300 K. Figure 1 shows an initial condition and the<br />

snapshot at t = 50 ns. In this figure, Mg 2+ ions are hidden to visualize DNA structures<br />

clearly. As shown in Fig. 1(b), at t = 50 ns, DNA fragments get concentrated to settle at<br />

the bundled states and form network structures connecting with each other. The<br />

self-assembled structure is observed by monolayer. These characteristics are confirmed<br />

to be in reasonable agreement with the experimental result, although the image is<br />

omitted here. It is indicated that the hydrogen bonds connecting via the ends of DNA<br />

fragments and the charge screening effect due to the counter cations play important<br />

roles in forming the self-assembled structure. In addition, the complicated patterns are<br />

also caused by collisions from solvent molecules excited by thermal fluctuation.<br />

(a) (b)<br />

Fig. 1 Snapshots during MD simulations at (a) t = 0 ns and (b) t = 50 ns.<br />

5. REFERENCES<br />

1. Kawano, S., Fractal Dimension Analysis in Self-Assembled Poly(dA)·Poly(dT)<br />

DNA Network on Mica Surface, JSME International Journal Series B, 2005, Vol.48<br />

191-195.<br />

2. Doi, K., Haga, T., Shintaku, H. and Kawano, S., Development of Coarse-Graining<br />

DNA Models for Single-Nucleotide Resolution Analysis, Phil. Trans. R. Soc. A,<br />

2010, Vol. 368, 2615-2628.

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