Sentence examples for schemes accuracy from inspiring English sources

Furthermore, the schemes' accuracy and stability are improved by using a local semi-implicit approach, which takes into account the CFL number locally.

The schemes accuracy (first- and second-order) is evaluated comparing with a nontrivial steady-state solution with the numerical approximation and convergence curves are established.

The technical schemes, accuracy and high reproducibility of this array have been described in previous papers.

This array's technical schemes, accuracy, and high reproducibility have been described in previous papers [ 17– 17].

It is shown that if more than two moments are set to be conserved in the numerical scheme, accuracy can be improved by several orders of magnitude compared to the state-of-the-art methods.

Finite difference schemes loose accuracy when free boundaries cross over rectangular grids.

Since too many approximate operations are used in the above schemes, the accuracy of the solution is not fine enough.

The comparison shows that the presented scheme has accuracy up to 10−11, whereas the scheme discussed in [14] has accuracy of 10−5.

In order to obtain an unconditionally stable spline in tension finite difference scheme of accuracy of O ( k 2 + h 4 ), we may re-write the scheme (6.2) as (6.6).

The performed numerical experiments show the computational efficiency of the designed scheme and accuracy of the predicted atmospheric fields.

The scheme provides accuracy of 10−11, and the obtained numerical results are in superconformity with the exact solutions.