Sentence examples for relation errors from inspiring English sources

It has been shown that the relation errors of classical FD solutions are far larger than those of reduced-order solutions obtained from the POD-based reduced-order FD extrapolating model.

From the grow trends of relation errors of the classical FD solutions, in the classical FD scheme with fully second-order accuracy will appear no convergence after some computing steps, while the error accumulation of the POD-based reduced-order FD extrapolating model is very slow such that it can continuously simulate the development of the fluid flow.

The developments rely on the Constitutive Relation Error (CRE), and the construction of separate reduced order models for the primal variable (displacement) and flux (stress) fields.

The updating technique used in this paper is based on recent works dealing with the constitutive relation error (CRE) method applied to acoustics.

In that framework, this paper proposes a new updating technique for acoustic simulations, which is based on the constitutive relation error (CRE) proposed by Ladevèze in structural dynamics.

Herein, three model updating techniques are considered involving different type of regularization: classical Tikhonov regularization, constitutive relation error based updating method and Bayesian approach.

The constitutive relation error updating method is used for the identification of the location and the size of multi-cracks in a simply supported beam.

Among the indirect or parametric methods available, one is based on the "mechanical" concept of constitutive relation error estimator introduced in order to quantify the quality of finite element analyses.

The validation process we propose is based on the mechanical concept of Constitutive Relation Error (CRE) and aims at reducing the Lack Of Knowledge (LOK) attached to both the excitation forces and the parameters of the numerical model.

Our approach is based on the "mechanical concept" of constitutive relation error estimator (CRE), which was introduced initially in order to quantify the quality of finite element analyses, then developed in the deterministic context.

It is fitting that the halcyon atmosphere of the American Century, a product of public-relations techniques, was brought to an end by public-relations errors.