Sentence examples for linear frame from inspiring English sources

The developed analyses are performed on earthquake-induced synthetic response signals, which are computed from a benchmark linear frame structure under several earthquake excitations and at variable foundation properties.

Finally, the proposed coupling method is applied to a number of test cases including linear beam-to-plate, beam-to-shell and beam-to-solid interface problems, a linear frame structure, and a beam-to-shell buckling problem.

First, Part I deals with a comprehensive investigation on the effectiveness of an optimum seismic-tuned TMD towards reducing the earthquake response of linear frame structures, which is set up by a dedicated optimisation algorithm, allowing to achieve the best control device for a specific structural system and earthquake event.

We can observe that the use of longer segment for linear frame selection was not effective.

We can observe that the skip1 frame selection could almost always outperform the linear frame selection for the simulated noiseless reverberant data (Table2).

While for the simulated noisy reverberant data (Table3), the linear frame selection was better, although the skip1 frame selection could be better for some cases.

This linear framing of innovation is being challenged by the notions of an evolving non-linear innovation.

J. Stavi later proposed two more operators, \(S^{\prime}\) and \(U^{\prime}\) which when added to \(S^{s}\) and \(U^{s}\) make the temporal language expressively complete on all linear frames, see e.g. (Gabbay et al. 1994).

An intermediate propositional logic L is said to have the finite frame property if there is a class of finite frames on which the Kripke-valid formulas are exactly the theorems of L. Many intermediate logics, including LC (the class of finite linear frames) and KP, have this property.

We have revised Figures 1 and 2 so that the planar and linear frames of reference run in the same direction, with F1 at the right in both planar and linear frames.

Since we were interested in comparing place cell firing across different track configurations, we needed both a system to describe the track configurations (and allow comparison between different configurations) and a way of linearizing the track to allow us to compare firing in the 2-dimensional planar and 1-dimensional linear frames of reference.