Sentence examples for distortion strength from inspiring English sources

Graphical abstract 1D models obtained by inverting the average det (left) and ssq (right) impedances from the 1D datasets distorted with different galvanic distortion strength.

Note that all profiles inverted from average ssq impedances at any distortion strength are almost identical.

In the 1D case, the RDIs are shifted upward depending on the distortion strength throughout the dataset (Fig. 19a).

Regardless of the galvanic distortion strength, the average ssq impedance gives a reliable model of the regional mean 1D conductivity profile.

Conversely, at any distortion strength, the average ssq impedances yield models of the regional mean 1D profile that are close to the undistorted one.

In a power system the accuracy of amplitude and frequency detection is strictly related to distortion strength of the system signal.

At equal distortion strengths, the distorted det impedances are generally more disperse than the ssq impedances, as demonstrated by the larger error bars in the det impedance results.

Fig. 6 Average a det and b ssq impedances from the 1D datasets distorted with different galvanic distortion strengths.

(2016), have been verified with the calculation detailed in Section 2 of the Additional file 1. Fig. 11 a Det and b ssq impedances from the 3D example (as shown in Fig. 9a, b, respectively) distorted with a set of distortion parameters with an SD of 0.3 Fig. 12 Average a det and b ssq impedances from the 3D datasets distorted with different galvanic distortion strengths.

Fig. 19 RDIs from a 1D and b 3D examples with different galvanic distortion strengths.

Finally, five MT datasets with 25 stations each and different galvanic distortion strengths were considered.