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Exact(28)
Compared to the Neuro-SM introduced in [10, 13, 14], the new Neuro-SM is more suitable for modeling the microwave devices with high order dynamics and nonlinearity due to inclusion of dynamic mapping as well as current mapping.
The system's first order dynamics are well established and the simulations match the experiments well.
Several simulation examples are presented, including the control of processes exhibiting integer and fractional order dynamics.
The approach is suitable also for high order dynamics approximation and autotuning procedures.
Further, the conventional sliding surface is altered with fractional order dynamics.
In this paper, nonlinear systems having multiple equilibrium points and low order dynamics are investigated.
Similar(32)
This observer also exhibits first-order dynamics.
Other examples from fractional-order dynamics can be found in [3 7] and the references therein.
During the ideal sliding-mode motion, the systems behave as a desirable full-order dynamics rather than a desirable reduced-order dynamics.
Second, fractional-order dynamics present in modeling of the linear friction welding process are discussed.
The clock feature of each node is modeled as the discrete-time second-order dynamics.
Related(19)
order interrelationships
prescription dynamics
order variations
order specifications
order considerations
order determinants
order transitions
order developments
order fluctuations
procedure dynamics
order trends
order activities
purpose dynamics
order patterns
order relationships
order prints
order tassels
community dynamics
gender dynamics
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