Influence Of Spatial Coherence Research Articles

Influence of spatial coherence on phonon transmission across aperiodically arranged interfaces

In this study, we employ the atomistic wave-packet method to directly simulate coherent phonon transport and scattering dynamics in an aperiodic superlattice structure with aperiodically arranged interfaces. Our investigation reveals that interference dynamics, contingent upon the relative magnitudes of phonon wavelength, spatial coherence length, and average interface spacing, profoundly influence transmission spectra and mode-conversion behavior. Particularly, longer-wavelength phonons possessing larger coherence lengths exhibit more pronounced destructive interference and mode-conversion, leading to generally lower transmission. The insights gained into coherent phonon wave physics from this study can significantly augment the analysis and design of phononic devices.

Mean induction and diffusion: the influence of spatial coherence

Within the same framework we calculate the mean induction of a magnetic field and the mean diffusivity of a passive scalar, for two families of flows in which the degree of spatial decorrelation can be systematically adjusted. We investigate the dependence of these quantities both on the spatial decoherence and on the molecular diffusivity. We demonstrate that for flows with similar global properties, the mean induction is dramatically reduced as the flows become less spatially correlated; the mean diffusivity, on the other hand, shows no significant or systematic variation.

The influence of spatial coherence on the Goos–Hänchen shift at total internal reflection

In this paper, the influence of spatial coherence on the Goos–Hänchen (GH) shift at total internal reflection is theoretically investigated. Based on the theory of partial coherence, a general integral expression of the cross-spectral density is derived for a partially coherent beam reflected from an interface. Using numerical simulation, we find that the GH shift of the reflected beam greatly depends on the spatial coherence, and the GH shift is greatly reduced with a decrease in spatial coherence.

Influence of spatial coherence on scattering by a particle.

We analyze the effect of partial spatial coherence on the scattering of light by an arbitrary particle. We extend the definition of the extinction cross section to spatially partially coherent fields. We then discuss the effect of the partial coherence on the extinction scattering cross section by introducing the Wigner transform. It is shown that for rotationally invariant scatterers, the extinction cross section does not depend on the coherence of the incident field. The effect of partial coherence on the angular behavior of the scattered intensity is also discussed in the framework of the Wigner transform. The implications for practical applications are considered.

The Influence of Spatial Coherence on the Monochromatic Optical Transfer Function

It is widespread practice to measure the optical transfer function (OTF) by scanning the images of ‘simple’ objects. However, the illumination used in such systems is (generally) partially coherent, and not incoherent as is required by theory. The influence of spatial coherence is explicitly examined in order to obtain a general equation for the observed OTF for the case of one-dimensional test objects. The equation is applied to the case of a ‘perfect’ rotationally symmetric lens, using a slit object, and, on comparing the results with the true (incoherent) OTF of such a lens, significant differences have been found.

Coherence Requirements in Holography

The influence of spatial coherence on holographic processes is treated theoretically. An experimental check is reported.