Initially, one hundred elements were used, but although the computation of such a formulation was efficient, the accuracy of the solutions was impaired.
These literatures indicate that multitasking is almost always less efficient (time, accuracy) and can result in a more superficial learning than single-task performance.
Motivated by the excellent performance of three-axis NURBS interpolation, this paper presents a numerically efficient and accuracy controllable five-axis sculptured surface machining method with dual NURBS curve.
The SQP using the tolerance adjustment was observed to be more efficient in accuracy but more time-consuming than the case without adjusting.
Most tree-codes consider multipoles of up to only 2nd order (quadrupoles) which is most efficient for low accuracy force calculation, however for the needed force accuracy of better than 0.1% RMS, going to 4th order moments is more than twice as efficient (Stadel 2001; Dehnen 2002).
And furthermore this procedure is efficient, robust and accuracy preserving.
It is shown that the proposed method is very efficient with similar accuracy.
Many efforts are going on to develop efficient and high accuracy methods for such types of partial differential equations.
Compared with Sobol's method for the variance based importance measure, the proposed method is more efficient with sufficient accuracy.
There has been a consistent effort in developing efficient and high accuracy finite difference methods to solve quasi-linear hyperbolic equations.
Compared with the traditional measured radio map, although the building of the simulated radio map is time efficient, the localization accuracy degenerates significantly.
