Sentence examples for differential components from inspiring English sources

In order to ensure a differential protection scheme, the current (in each phase) at both ends of a distribution line are initially measured and processed so as to derive the respective average and differential components.

Differential components were statistically identified based on two criteria, the amplitude or the frequency.

The coefficient of the highest derivative in the differential component of A is (g_{2} = 1>0) as required by Theorem 2.5(i).

The dynamic fitness function results from an analogy with control systems where it is possible to benefit the proportional algorithm by including a differential component.

Leads can behave like pull cable catheters through differential component pulling, providing a possible mechanism for inside-out abrasion and conductor cable externalisation.

In spite of this, it is observed that the spectral energy of the differential component (E diff ) of the corresponding phases exceed the respective spectral energy of the average component (E avg ) and hence a fault is detected in almost all the cases simulated.

While it may be reasonable to expect that when using more detailed occupational categories, the between occupation earnings differential component increases, we find very similar results as compared to those using the two-digit classification with 37 occupational groups (see columns 3 and 6 of Table 5).24.

For two days now, Og had wandered aimlessly from one sparsely attended colloquium to another, trying to make sense of such weirdly punctuated panel topics as "De[con]struc(t)ing Australopithecus" and "The Urge Toward Biodiversity: Primitive (Wo Man's Genetic Differential Component".

In contrast to single-chip cameras, photodiode arrays such as the device used in this report attain high signal-to-noise ratio by subtracting the steady RLI component and amplifying only the differential component of the light, prior to digitization.

However, the differential component of the growth also implies that the shape of the distribution will change, with proportionately fewer extreme curvature values produced as the rate of differential growth increases (Ronan et al. 2011).

Thus, the shape of the distribution will change (due to the differential component of expansion) as well as the relative position of its average (due to overall increase in size).