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A cascading failure model for scale-free multi-coupling-link coupled networks was built in [16] based on time-delay coupled map lattices model.
The diffusive couplings mean that the coupled networks (1) are decoupled when the systems are synchronized.
This paper studies finite-time synchronization of hybrid coupled networks.
In this paper we only consider diffusively coupled networks.
Our findings would provide insights into the dynamics of coupled networks with diverse connections.
It is applicable to both single-transducer systems as well as coupled networks of many transducers.
Chemical process systems engineering considers complex supply chains which are coupled networks of dynamically interacting systems.
At first, more realistic drive-response partially coupled networks are established.
There are plenty of examples of coupled networks, such as the spread of sexually transmitted disease in heterosexual and homosexual populations.
Cascading failures of loads in isolated networks and coupled networks have been studied in the past few years.
The coupled networks are supposed to be faulted randomly and perturbed by bounded time delays and disturbances.
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