Sentence examples similar to frequency cross section from inspiring English sources

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Overall, the model presented performs very well, especially for the lateral vibration, although it does not contain the high frequency cross-section deformation modes.

Large bulk KDP crystals, usually with sizes up to 55×55 cm2 so as to make the frequency doubler designed at cross section 43×43 cm2 for the facility requirement loading highly flux of power laser, were grown rapidly in a Holden-type crystallizer by the temperature reduction method.

The different slopes for different photon energies can be tentatively explained by a different frequency-dependent resonance Raman cross section of Gc and Guc and by different charge carrier absorption of the charged layers at high photon energies.

In this case, the spectrum demonstrates peculiarities due to only single-particle transitions (contribution R2): one peak near the frequency q v F and another peak near the frequency 2α p F. This case is demonstrated by Figure3. Figure 3 Scattering cross section versus frequency shift for α = 0 (1, red) and α = 1.44 × 10 6 cm/s (2, blue).

Figure 5 Dependence of scattering cross section on frequency when one of the waves has circular polarization.

In a separate section the low frequency expressions of the total cross section and the far field amplitude are also derived.

This case is presented by Figure4. Figure 4 Scattering cross section versus frequency shift for α = 0 (1, red) and α = 1.44 × 10 6 cm/s (2, blue).

In the present study, as in prior reports of non-diabetic humans, we rarely identified macrophages in an islet cross section, the frequency being much lower than that of the detected insulin-expressing cells with an opposite-sex complement of sex chromosomes.

The spectrum of scattering has two peaks: the plasmon peak ω 0 ( q ) = v F q / a B and the SOI-induced peak at 2α p F. The dependence of the cross section on the frequency shift for both peaks is similar to the plasmon absorption and is given by Figure2. Figure 2 Scattering cross section versus frequency shift for e 1 ∥ e 2. α = 0 (1, red line); α = 1.44 × 106 cm/s (2, blue line).

We obtain the prior probability from the Mahalanobis discriminant function used to classify the satellite image, and the likelihood from the frequency distribution of terrain slope and cross section convexity in the pre-existing shallow landslides.

It is found that aircraft shape can influence radar cross section (RCS) in different frequency zones.

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