We study scenarios where mobile hubs are charged with building a communication bridge between two given points s and t. We introduce a new bi-criteria optimization problem where the objectives are minimizing the number of hubs on the bridge and either the maximum or the total distance traveled by the hubs. For a geometric version of the problem where the hubs must move onto the line segment [s, t], we present algorithms which achieve the minimum number of hubs while remaining within a constant factor of a given motion constraint.