Sentence examples for numerical modes from inspiring English sources

The accuracy of numerical modes are compared and validated by observing damage extents using non-destructive techniques (NDT).

'Almost real' test-observed modes of vibration, the advantage was that we could neglect the influence of damping in the problem of dynamic equilibrium and warrant comparison with numerical modes obtained in non-damped free vibrations.

We revisit the eigensolutions technique as applied to linear advection and suggest a new perspective to the role of multiple numerical modes, peculiar to spectral/hp methods.

The directions of propagation of these two numerical modes are opposite, and, in most practical cases, the spurious mode has a large damping rate.

In the succeeding analysis, we investigate how the finite grid instability arises from the interaction of the numerical modes admitted in the system and their aliases.

Numerical modes (frequencies, dampings, and modal shapes) are computed by means of an extended Rayleigh Ritz procedure under the "light damping" hypothesis, for given values of the mechanical parameters.

The model is adaptable because it incorporates numerical mode shapes determined by numerically employing the finite element technique to form relevant matrices.

This paper discusses electromagnetic numerical mode analysis in waveguides with materially inhomogeneous cross-sections and material dissipation.

However, the numerical mode matching method is shown to be the fastest method, significantly outperforming an equivalent analytic technique.

Based on a reasonable assumption that the vibration mode does not change abruptly for a gradual increase in the wind speed, a numerical, mode-iteration scheme is proposed.

Therefore, the automatic selection of the most likely numerical mode shape corresponding to a particular experimentally identified mode shape can be a difficult task.