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Exact(50)
We used optimal gain, optimized Z-position and high sensitivity flash mode.
So the theoretically optimal gain cannot be used.
to produce the optimal gain matrix H ̂ ( p ).
Thus, the noise covariance matrix measurement error results in an error in the achieved optimal gain.
Those parameters are required by the BFO algorithm in order to calculate the optimal gain values.
Next, we consider the optimal gain calculation of the A-P filter.
Similar(10)
In this paper we suggest designing of both the control and observer "optimal" gain-matrices minimizing the "size" of the attractive ellipsoid containing all tracking-error trajectories in the vicinity of the origin.
Figure 1 Calculation results for the optimal gains when R v=1/2.
First, we calculate the optimal gains of the A-V filter.
The performance of each filter under these optimal gains is then analyzed and compared.
Thus, this paper uses the MV filter criterion to determine the optimal gains.
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