  In this paper, we propose a new end-to-end system for wired
nano-communication networks using a self-assembled polymer. The self-assembly
of a polymer creates a channel between the transmitter and the receiver in the
form of a conductive nanowire that uses electrons as carriers of information.
We derive the channel's analytical model and its master equation to study the
dynamic process of the polymer self-assembly. We validate the analytical model
with numerical and Monte-Carlo simulations. Then, we approximate the master
equation by a one-dimensional Fokker-Planck equation and we solve this equation
analytically and numerically. We formulate the expressions of the polymer
elongation rate, its diffusion coefficient and the nullcline to study the
distribution and the stability of the self-assembled nanowire. This study shows
promising results for realizing stable polymer-based wired nanonetworks that
can achieve high throughput.
