We examine the possible implementation of logic devices using coupled
quantum dot cells. Each quantum cell contains two electrons which inte
ract Coulombically with neighboring cells. The charge distribution in
each cell tends to align along one of two perpendicular axes, which al
lows the encoding of binary information using the state of the cell. T
he state of each cell is affected in a very nonlinear way by the state
s of its neighbors. A line of these cells can be used to transmit bina
ry information. We use these cells to design inverters, programmable l
ogic gates, dedicated AND and OR gates, and non-interfering wire cross
ings. Complex arrays are simulated which implement the exclusive-OR fu
nction and a single-bit full adder.