Abstract
We study the transmission properties of a two-dimensional L-shaped quantum wire where a double potential barrier is placed at the corner. The localized state at the corner region without the barriers is pushed into the continuum in the presence of the barriers, resulting in resonant tunneling. Through resonant tunneling, reflection at the corner can be eliminated. The transmission is sharply peaked at resonant energies which can be tuned by applying a voltage. We propose that this system can be used as a basic element for connecting quantum devices in a circuit where bending of the connecting wire is necessary.

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