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The three example systems studied in the first paper of this series are again employed to ascertain the anticipation.
Though the interpretation is gained from the three example systems studied, it should be considered to be of general significance to the design and operation of the DWDCs.
Specific example systems studied include one-dimensional chains and two-dimensional lattices, both formed by a periodic arrangement of spheres interacting under a Hertzian contact law.
Similar(57)
Analogies were also used to introduce the notion of "chaotic systems" embracing prototypical examples of chaotic systems studied.
The same is true in some examples of paramutation, a system studied in maize for several decades.
The performance of the algorithm is finally discussed by means of simulation studies of example systems.
For example, Chen and Wang [14] studied system (1.3) with diffusion under homogeneous Neumann boundary conditions, while Peng and Wang [15] focused on system (1.3) with diffusion under homogeneous Dirichlet boundary conditions.
A simulation example for CSTR systems is studied to demonstrate the effectiveness of the proposed approach.
In this paper, to study transit trajectory properties in the restricted three and four-body problem, the Earth Moon Sun Satellite system is considered as example and studied using different models.
An illustrative 3-bus example system and the IEEE-RTS96 are modelled and carefully studied.
Following these examples, systems could be constructed to study soil microbial ecology in 3D space.
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