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Tonal organization, tuning procedures, and intervallic structure depend upon a broad range of human experience.
This facilitates the tuning procedures significantly.
Also, two optimal tuning procedures for the algorithm are proposed.
Investigation of the quasilinearisation, design and tuning procedures together with an additional quasilinearisation parameter are presented.
It is applied to well-known tuning procedures such as Lambda, SIMC, and AMIGO.
Then, the Simulated Annealing (SA) algorithm (SAA) is used to optimize the FLC parameters with efficient tuning procedures.
Similar(36)
To simplify the tuning procedure, the variable elements of all stages requiring tuning are ganged together and coupled to a tuning knob.
First, we describe the parameter tuning procedure.
Thus, it makes the tuning procedure more difficult.
The tuning procedure accounts for the effects of filtering.
The tuning procedure is supported by a performance optimization idea.
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