Sentence examples for element error from inspiring English sources

Finite element error analysis is also performed.

For model 5 finite element error estimation the main resonant frequency of the rod exceeded 48%.

In addition, well-posedness and finite element error analyses of the state system and optimization problem are provided.

As proved by Schatz in 1998, the finite element error is localised in the sense 1 that its L[INFINITY] and W[INFINITY] norms in a region depend most strongly on the behaviour of the true solution at points closest to that region.

In particular, the error is localised in the negative norms in the same sense that it is in the positive norms. 1 A class of a posteriori W[INFINITY] estimators for the finite element error was inves- tigated by Hoffman, Schatz, Wahlbin, and Wittum in 2001 for the homogeneous Neumann problem.

Section 4 is devoted to the finite element error analysis and proofs of the main results of this paper.

Three kinds of residuals are used as the estimates for boundary element errors.

The multivariate asymptotic expansions of isoparametric d-quadratic Q2 finite element errors with respect to independent grid parameters are proved for second order elliptic systems.

The study of the selfstress, the choice of its level, the design of the elements and the study of the sensitivity to manufacturing element errors are the different subjects described.

However, in an actual array system, there will have imperfect errors including element position errors, mutual coupling, phase errors, and frequency increment errors [21-24] [21-24]

Across all six data elements, errors (as defined above) were found to occur between 0.4% and 8.8% of the time.