Sentence examples for modes described by from inspiring English sources

Another interesting subject for further investigation is how different scales of ongoing functional connectivity, such as 'the intrinsic coupling modes' described by Engel et al. [ 2013], relate to each other.

This model consists of a number of non-linear viscoelastic modes, described by linear viscoelastic parameters G i and λ i only, and a non-linear equilibrium mode, described by a non-linear spring.

As a note aside, the branching modes described by Metzger et al., 2008, i.e. domain branching and planar versus orthogonal bifurcations, are intrinsically 3D patterning events that cannot be addressed in our current simulations on a 2D slice of the developing lung (Fig. 1B).

The code C 1 for BC mode, described by the parity-check matrix H1, is designed by optimizing the variable node degree distributions for R1=1/2, N c C 1 = 2, N s C 1 = 1, α C 1 = 1, β C 1 = 1, d v max C 1 = 11, and ρ C 1 = x 6.

To grow carbon nanotubes, Lu and Liu [17] argue one needs to match the carbon supply rate to the tube formation rate. Figure 2 Schematic showing base growth and tip growth of carbon fibres according to the VLS mode described by Baker [13].

The game has a multiplayer mode, described by Schafer as "your typical head-to-head, battle of the bands scenario.

One complaint concerned the shifting levels of difficulty in the game's story mode, described by Clements as forcing the player "to fight cheap tactics with cheap tactics".

As opposed to E. coli which possesses peritrichous flagella, P. aeruginosa possesses a single polar flagellum and swims in a straight, stop, turn mode (described by Pratt et al. [9]), driven by a (i) counter-clockwise rotation of the flagellum, (ii) brief reversal and (iii) reorientation.

To achieve a more precise model, the points are divided into m parts, each part is called a mode and each mode is described by a different static linear model.

The considered fuzzy large-scale systems consist of several interconnected subsystems with different switching modes and each switching mode is described by T S fuzzy models.

We consider a scenario in which the coupling between the internal modes and the input/output mode is described by the relation a_{mathrm{out}} = sum_{k in C} sqrt{ kappa_{k}}a_{k}.