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Since obtaining the machine's free-free response remains non-trivial, we instead extract the machine's dynamics using substructure decoupling procedures.
In both cases we obtain very simple and intuitive position-feedback solutions that do not rely on, rather unnatural and technique-driven, linearization or decoupling procedures but instead endows the closed-loop system with a Hamiltonian structure with desired potential and kinetic energy functions.
More advanced decoupling procedures [ 23] would allow an even better dynamic refractive index measurement.
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After decoupling procedure, the reflected signal can be formulated in the tensor form as explained in (8).
The numerical results show that convergence can be improved when this decoupling procedure is employed.
Numerical examples are provided to illustrate the application of the decoupling procedure.
Thes paper constitutes the first part of a solution to the "classical decoupling procedureof linear systems.
Next, the state estimation problem is decoupled from the parameter estimation problem and by using a numerical example, the advantage of this decoupling procedure is demonstrated.
The aim of this paper is to develop a decoupling procedure that applies to multi-variable systems and only requires a frequency response function of the system.
The technique uses a decoupling procedure optimized by a minimum variance error to estimate the inductance and resistance of the motor.
The aim of this paper is to develop a decoupling procedure that applies to multivariable systems and only requires a frequency response function of the system.
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