Sentence examples for functioning of the grid from inspiring English sources

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A spokeswoman for the regional grid control center, ISO-New England, said the shutdown had not impaired the functioning of the grid because generation has been more than sufficient.

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In particular, if we use a grid of G grid points per population to approximate the density of allele frequencies φ as a piecewise linear function on the grid, the number of variables used in the approximation is G K, with K the total number of populations.

A theoretical expression for the grid current as a function of the grid voltage harmonics is derived.

The choice of the weight to each candidate stencil, which is a nonlinear function of the grid values, is crucial to the success of WENO schemes.

Performance for the velocity-cubes problem For the velocity-cubes problem Ex D, Figure 13 illustrates smooth behaviour of all algorithms with respect to the computing time as a function of the grid size.

In volt/var reactive power management mode, the local control of the inverter will provide an amount of reactive power Q as a function of the grid voltage, accordingly to the setting points defined by the user, which is shown in Fig. 7.

The main function of the grid-connected inverter is to control the magnitude and phase angle of the grid current.

where: Zone j,k) is a function of the jth grid cell column and kth grid cell row that returns 1 if model grid (j,k) corresponds to Zone 1, and returns 2 if (j,k) corresponds to Zone 2. q jk * is the modeled extraction rate at model grid location (j,k).

See Figure 2 for definitions of Zones 1 and 2: If Zone j, k = 1, then q jk * α ≤ 400 gpm else q jk * α ≤ 1, 000 gpm (21) where: Zone j,k) is a function of the jth grid cell column and kth grid cell row that returns 1 if model grid (j,k) corresponds to Zone 1, and returns 2 if (j,k) corresponds to Zone 2 q jk * is the modeled extraction rate at model grid location (j,k).

By using the information terminals of the exhibition, citizens use their own interests and learning process to understand the function of the electricity grid, how they would affect the grid as consumers or energy producers, as well as the dynamics of the smart grid in resource allocation.

Using previously published Monte Carlo calculations of a two-level atom in cylindrical geometry as a benchmark, the accuracy of the approach is assessed as a function of the frequency grid, number of rays employed, and spatial grid.

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