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The minimum mass designs of state of the art helical circumferential grids are compared to axial helical grids.
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Then the existence and the design of state observer for different types of nonlinear systems are studied.
Secondly, a general procedure is proposed for the pinning control design of state feedback stabilization of constrained BCNs.
Stability analysis is the basis of the design of state estimator, and many effective methods have been proposed.
We have proposed a procedure for the pinning control design of state feedback stabilization of constrained BCNs.
From the proof of Proposition 6 we get the following procedure for the pinning control design of state feedback stabilization of constrained BCNs.
A constructive procedure is proposed for the design of state feedback stabilizers of DBCNs.
Moreover, based on these conditions, the method for the design of state feedback controllers is presented.
In addition, this approach is extended to the design of state observers.
Design of state feedback controllers are then proposed in strict LMIs.
This contribution presents the tools to use complete modal synthesis also for the frequency domain design of state feedback.
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