Sentence examples for solve accurately from inspiring English sources

Numerical examples provide an insight into the potential of the approach to solve accurately and efficiently non-linear problems within the design phase.

It may be used to solve accurately and simply deflections and stresses in the structural members at any point in the individual span ranging from single cylinder to double cylinder, locate the structural weakness and allow the researchers to have a comprehensive understanding of the massive structure strength.

The FE-model of the composite pallet is considered and solved accurately as multi-ply shell structure.

Until recently, this complicated radiative transfer problem has only been solved accurately in one-dimensional calculations (Omukai et al. 1998; Omukai and Nishi 1998; Ripamonti et al. 2002).

Complementary Functions method reduces the boundary value problem to an initial-value problem which can be solved accurately by one of many efficient methods such as Runge Kutta method.

Second, we exploit the fact that only a subspace spanning the occupied Kohn Sham states is required, and solving accurately the KS equation using eigensolvers can generally be avoided.

This is in contrast to line-scans or maps where the concentrations determined are a convolution of the concentration profiles with the electron probe and where, for general interfaces, the deconvolution problem cannot be solved accurately.

In the proposed method, solving accurately the Sommerfeld's integrals occurring in the Green's functions of a stratified medium, appears to be very accurate and reliable especially for the early-time response, which is responsible of the most severe solicitation for electrical and electronic apparatus and systems installed in close proximity of the wind towers.

First, regarding the size of the cells that are, in our case, more or less small (3 10 pixels) circular (or spherical in 3D) closed objects whose shape cannot and should not be solved accurately from the image, and whose volume is not dramatically evolving in time.

We present a technique for restricting the size of these subproblems so that they can be solved accurately with mixed integer programming.

The above linear system can be solved accurately because an iterative propagation-based algorithm works fast and is guaranteed to converge to the system solution for larger networks.