Synchronization of Single-variable Substitution and Its Application in Complex Dynamic Networks
Dongmei Zhang · Journal of Hebei University of Technology · 2010
Two chaotic systems can approach synchronization by single-variable substitution. Taken Lorenz systems into account, it is found that, by this method, Lorenz systems can reach accurate synchronization in a certain interval of coupling strength. Synchronous error tends to zero. Studied on complex dynamic network by single-variable substitution, the result of numerical simulations show that this method can make each node of NW small-word dynamic network reach synchronization rapidly, and the synchronous regime is robust.