Sentence examples for physical cross section from inspiring English sources

Electronic cloaking has been recently suggested to design invisible dopants with electronic scattering cross sections smaller than 1% of the physical cross section (πa2).

Since the light-like eikonal line produces pure gauge field in quantum field theory (see Eq. (21)) we find from Eqs. (31) and (28) that the light-like eikonal line does not modify the finite physical cross section.

Since the scattering and absorption cross sections are proportional to |a 1|2 and Im(a 1) (imaginary part of a 1), respectively, the scattering and absorption efficiencies defined as the ratio of scattering and absorption cross sections to the physical cross section depend on x 4 and x, respectively, yielding the well-known Rayleigh scattering results.

This means that on resonance, nanostructures absorb photons from an area much larger than their physical cross section, leading to lower material consumption and thus lower bulk recombination rates without the need for focusing lenses or external optics.

We then calculated the light scattering via eq 1 1where l is the sample depth, α is the attenuation coefficient, ρ m is the protein monomer number density, σ m is the physical cross section of a protein monomer, L is the sheet length, N L) is the number of sheets of length L, and Q(L) is the scattering efficiency factor.

It was then possible to drive physical investigations through different approaches, using physical cross-section, Secondary Ion Mass Spectrometry (SIMS) and Scanning Capacitance Microscopy (SCM) techniques.

Complementary destructive physical cross-sectioning corroborates the obtained results.

These structures are extracted from physical cross-sections of cast internal pistol barrel surfaces.

By defining and analyzing a non-isotropic norm which precisely captures the dissipation in the linearized collision operator, we first give a new and precise coercivity estimate for the non-cutoff Boltzmann equation for general physical cross-sections.

In contrast to the RCS which is restricted in the optical region by the physical geometric cross section, for FSR we can see a monotonic rise of the FSCS, indicating the trend of increasing gain from the FS effect.

Most computer codes in Radar Cross Section (RCS) prediction use Physical Optics (PO) and Physical theory of Diffraction (PTD) combined with Geometrical Optics (GO) and Geometrical Theory of Diffraction (GTD).