Sentence examples for minimum stencil width from inspiring English sources

The operators used to obtain first- and second-order partial derivatives with a minimum stencil width are known as compact.

For LES of weakly compressible decaying turbulence, these optimized stencils are shown to provide superior performance when compared to higher-order centered schemes with the same stencil width.

For the same stencil width, the proposed schemes are two orders higher in accuracy, and have significantly better spectral representation.

This new set of central differencing schemes has the stencil width matching that of the seventh order weighted essentially non-oscillatory scheme (WENO).

Minimal stencil width discretizations of combined mixed and non-mixed second-order derivatives are analyzed with respect to accuracy and stability.

These schemes are used with a 5th-order WENO scheme for inviscid flux and the stencil width of the central differencing scheme is designed to be within that of the WENO scheme.

Section 3 discusses compact operators and high-order approximations of first- and second-order derivatives on minimum stencils.

The minimum experimental line width was 0.24 mm·s−1 (full width at half-height).

It then became a game to manipulate the positions of these three circular sets to achieve minimum road width.

Minimum channel width has been estimated at 400 m.

The parameters were optimised for minimum kerf width and HAZ formation.