Sentence examples for grids function from inspiring English sources

But the loss may be more than offset by stronger demand for gas turbines, wind generators, and equipment to make power grids function more efficiently.

A function (varphi ^{h} ( x ) ) defined on (mathbb{R}_{hn}^) will be called a grid function.

A function defined on (mathbb{R}_{h}^{n-1}) will be called a grid function.

In particular, the backward difference quotients of each grid function { u i j ( k ) } are bounded.

It will be values of the grid function φ 0 in the boundary condition (13).

For any grid function (uinmathcal{V}_{h}), we introduce the notations below.

For any grid function (uinmathcal{S}_{h}), |u|leqfrac{L}{sqrt{6}}|delta_{x} u|.

Lemma 2. Let {u ij } and {v ij } be two grid functions defined at the mesh points (x i, y j ) of the grid R h ∪ ∂R h, i = 0,..., N + 1, j = 0,..., M + 1 such that, at the point (x i, y j ) of ∂R h and t > 0, the grid function {u ij } is equal to the prescribed function U1(x i, y j, t) and the grid function {v ij } is equal to the null function, respectively.

(3)This formula defines a (2pi h^{-1} -periodic smooth^{-1} -periodice continuous argument ξ wh^{-1} -periodic x ) ) ismoothpidly decreasing grid function.

we find values of the grid function φ k m for m = 1, N − 1 on the sides of Γ 1 h parallel to OX axis.

Therefore, from the stability of problem (18), we get the convergence of the grid function to { U ( x k, y m ) } ([9], p.30, Theorem 2.5).