In this talk, we will first demonstrate experiments which show the first steps in this process, i.e. end tethering of the DNA using the DPN process, followed by shear stretching. Subsequently, the dynamics of the molecule in flow are examined through simulations and experiments in the flow-gradient plane. Using Brownian Dynamic simulations, we have developed a statistical description of the contact of a wall-tethered polymer's free end with the wall. For example, based on simulation results for the probability distribution of contact distance in the flow direction, 90% extension with a 2.3% standard deviation of a 22 Kuhn step (3µm) Kratky-Porod chain is obtained for Wi=88. We demonstrate that the extension deficit and its standard deviation upon wall contact scales with Wi-1/3 for Wi >> 1, which corresponds to results obtained by Ladoux et al. [2], and the contact frequency scales as Wi2/3. For Wi<10, there exists a regime of cyclic dynamics where the chain end will stretch, approach the wall, and recoil with a characteristic frequency as shown by the power spectral density of the polymer orientation angle, supporting previous results obtained for tethered polymers by Schroeder et al [3]. Ultimately, our results will afford precise control over the creation of the DOD bridges.
REF:
1) E. Braun, Y. Eichen, U. Sivan, G. Ben-Yoseph, Nature. 391, 775 (1998)
2) B. Ladoux and P.S. Doyle, Europhys. Lett. 52, 511 (2000)
3) C.M. Schroeder, R.E. Teixeira, E.S.G. Shaqfeh, S. Chu, Phys. Rev. Lett. 95, 018301 (2005)