Sentence examples for command vector from inspiring English sources

where the state vector,the perturbation vector, the input command vector, the performance vector, and the controlled output vector, and all the matrices,,,,,,, and have the appropriate dimensions.

Since our AO control algorithm defines the command vector by Eq. (2), the wavefront at the pupil converges to the target aberration by the closed-loop operation.

A command vector, a set of control voltages to the electrodes of the deformable mirror, at the time point of t + T was obtained as [ 47] where t is time, T is a time period of a single cycle of the AO closed loop, and v t is a command vector of the one-previous cycle.

The command vector for the shift of the wavefront, Δ v (a, b), and then the new command to be applied to the deformable mirror, v1 (a, b), are calculated by Eq. (6) and Eq. (7) respectively, (6) Δ v (a, b ) = a × Δ x v + b × Δ y v (7) v 1 (a, b ) = v 0 + Δ v (a, b ), where v0 is the previous command vector applied to the deformable mirror.

In a classical adaptive optics correction based on wavefront sensor measurements, the control algorithm calculates the command vector v to be applied to the deformable mirror at each loop, using the measured slopes vector s of the wavefront as shown in Eq. (2), (2) v = I † × s, where I† is the pseudo inverse of the interaction matrix (I) that was recorded before.

Lastly, to be used in the course of adaptive optics, command vectors for the unit shifts on x and y axes, Δ x v and Δ y v respectively, are calculated by Eq. (3) and Eq. (4), (3) Δ x v = I † × Δ x s (4) Δ y v = I † × Δ y s, where I† is the pseudo inverse of the interaction matrix.

First, a high-level motion control algorithm commands a vector of virtual control efforts (i.e. forces and moments) in order to meet the overall motion control objectives.

For the simulations in Figure 3, I used the same system and control policies as in Figure 1, but I added signal-dependent noise to the control commands in vector u [12].

Then, the closed-loop generalized bang-bang command input vector is determined by applying a linear programming approach in order to minimize the rest-to-rest output transitions.

Using the Stata shp2dta command and the vector boundaries, we calculated the centroid for each LSOA in the British National Grid format.

We can briefly separate vector control into two prevailing forces: targeted vector control versus widespread vector control.