Sentence examples for the circular sector from inspiring English sources

The antenna beamwidth can be determined by the leftmost and rightmost directions of the circular sector. Figure 7 Errors in arc/line section.

By constructing the virtual hole based on the path deviation, the compound shortest path is approximated as the arc of the circular sector of the virtual hole.

Because this constrained optimization problem is convex, the optimal central angle, denoted by ω i ( j, k ) ∗, for the circular sector can be obtained by updating the central angle with an optimization algorithm until it converges.

By letting the i th RCA be the radio coverage area of the i th transmitting SN, which is actually its transmission beam, rMNZ (i) is in fact the radius of the circular sector representing it, such that the interference from i is considered to be null outside its RCA.

The circular sector with central angle ω i ( j, k ) ∗ then can be divided into two subsectors such that the arcs of the two subsectors correspond to the shortest paths to the anchors as seen in Figure 2. The central angles of the two subsectors are calculated by ω ij ( j, k ) = h ij h i ( j, k ) ω i ( j, k ) ∗, (9) ω ik ( j, k ) = h ik h i ( j, k ) ω i ( j, k ) ∗. (10).

The method of images was applied to various boundary value problems in some unbounded domains, including the infinite strip, the infinite circular sector and the half-plane.

In Figure 9, for each origin site, the black vector indicates the null hypothesis direction (namely to the head centre) while the red one indicates the estimated grand-mean direction and the yellow circular sector between the two dashed black lines depicts the variability (95% confidence interval) between individuals.

Here, Δ α i ∈[0,2π) is defined to be the central angle of the smallest circular sector of robot i which contains all the vectors (cosα ij, sinα ij ) for j ∈ N i, and αi+ and αi− are defined to the bearing angles which correspond to the two radii enclosing robot i's circular sector (see Figure 1).

Figure 1 An illustration of ρ ij, α ij and the smallest circular sector of robot k.

When drawn relative to the target position, the trajectories of large saccades and smooth components often took the shape of the chord and the arc of a circular sector, respectively.

Since the shortest path is drawn along the boundary of a hole [19], the compound shortest path can be drawn along the arc of a circular sector in our circular-shaped virtual hole model.