Research Article
Energy-Optimized Consensus Formation Control for the Time-Delayed Bilateral Teleoperation System of UAVs
Algorithm 2
Generation of the 3D optimal persistent graph in obstructed environment.
Generation of the min-weighted rigid graph in 3D space; | Detection of the environment; | Screening the expected rigid graphs to meet environmental constraints; | Calculate the adjacency matrix A = [aij] and the connectivity of each vertex d−(i); | Establish the subspaces according to the contour map and the number of UAVs in subspaces is ni; | Establish the initial directed edge of the leader and any of its followers in the first subspace; | Set the out-degrees of the vertexes of the initial directed edge to 2; | forspace = 1 : subspaces | fori = 1 : ni | ifd−(j) = 2, d−(k) = 2, and aij = aik = 1, | Establish the directed edge Vij, Vik and d−(k) = 2; | if for any vertex i, the out-degrees d−(i) = 2 | The 3D optimal persistent graph is generated; | end | end | end | end |
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