This paper proposes a novel pose (position and orientation) consensus controller for networks of heterogeneous robots modeled in the operational space. The proposed controller is a distributed proportional plus damping scheme that, with a slight modification, solves both the leader-follower and leaderless consensus problems. A singularity-free representation, unit quaternion, is used to describe the robots orientation, and the network is represented by an undirected and connected interconnection graph. Furthermore, it is shown that the controller is robust to interconnection variable time delays. Experiments with a network of two 6-degrees-of-freedom robots are presented to illustrate the performance of the proposed scheme. Copyright have to reach a certain agreement pose (consensus point). These problems have been widely studied for first-order and second-order linear time-invariant systems in the generalized coordinates space, that is, the case of linearized manipulators in the joint space. Some of the proposed approaches can be found in [10] where a hybrid consensus control protocol is reported; in [9], which deals with uncertain topologies with interconnection delays; in [20], which proposes consensus protocols for heterogeneous multi-agent systems; in [21], which presents a partial state feedback consensus controller; in [22], which reports a leader velocity estimator using the neighbors velocities; and in [12], which studies the consensus of identical linear systems. For a comprehensive study and further reference along this line, the reader may refer to [23] and [24]. Solutions for different nonlinear systems, in the joint space, are reported in [8,[25][26][27][28][29][30], for Euler-Lagrange (EL) systems, and in [31][32][33], for a more general class of nonlinear passive systems. The works [25] and [26] present a solution to the leader-follower case, provided that the leader position is available to all the followers. In [27] and [34], a solution to the leaderless case using simple proportional plus damping (PCd) controllers is reported. The work [28] proposes a sliding-based scheme for the leader-follower case assuming that the leader position and velocity are available only to a certain set of followers. In [29], a proportional controller and a velocity estimator are proposed to solve the leaderless consensus problem. The remarkable work [30] analyzes the concurrent synchronization of multiple EL systems in the joint space provided that the leader trajectory is available to all the followers, that the time delays are identical and constant, that the complete exact dynamics are known, and that the EL systems are identical. The use of adaptive controllers in [30] is restricted to only the leader-follower consensus problem and for the undelayed case.There are several interesting papers of cooperative control of multi-robot systems in the operational space, but most of them only address the orientation part. Among these are the following: [5], where an adaptive controller is proposed to solve the leader-fol...