Sentence examples for more accurate computation from inspiring English sources

More accurate computation results can be obtained using 3D algorithms.

The correcting terms are needed for a more accurate computation of energy, which is a small functional of order 1/N, and in the leading approximation energy is zero.

For this second case, since the numerical methods and physical models used in the present work have been noticeably improved compared to the original publication (finer grid, higher level of convergence, more accurate computation of the activity coefficient…), considerable differences in the findings are observed.

In addition, for more accurate computation and stable level set evolution, we need to regularize the level set function by penalizing its deviation from a signed distance function [13, 28], which can be characterized by the following energy functional P ϕ = ∫ Ω 1 2 ∇ ϕ x − 1 2 d x (21).

This system was supplemented by a range and range-rate system which was expected to permit the more accurate computation of the orbit parameters in a shorter time, especially in the case of the highly eccentric orbit in which the satellite spent a large fraction of its time at large distances from the Earth where the angular rates are very low.

For a more accurate computation of the mass-radius relationship and limiting mass of a white dwarf, one must compute the equation of state which describes the relationship between density and pressure in the white dwarf material.

The lower value of the parameter would result in more accurate calculation and more computation time.

While achieving more accurate coverage computation, CORA introduces little overhead with the help of its quadrant-based and segment-based coverage computation techniques described in Section 5.3.

Tests on the method are conducted and show that it yields more accurate force computations than previous formulations as well as more accurate geometric information such as mean curvature.

This makes reg_proj contours more accurate, but the computation is slower.

The NSPE algorithm is more accurate and reduces computation time significantly when compared to the traditional methods.