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Moreover, asymptotic results are derived for a finite cross section and infinite time dimension.
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This paper addresses scattering effects at arbitrarily shaped defects in waveguides with finite cross-sections.
Theoretical studies on electrical transport in a nano-device which consisting of two semi-infinite cubic leads with finite cross-sections separated by a typical molecular wire (MW) are carried out by including the effect of single and multiple contacts.
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.
The beam sectional properties are evaluated using a finite element based cross section analysis tool which is able to account for effects stemming from material anisotropy and inhomogeneity in sections of arbitrary geometry.
J → 2 Ω Open image in new window is finite over the cross section π rc2 of a nanotube and zero over the area a2 = 1/N (where a is the separation between the nanotubes).
A study of the free vibration of finite cylinders with elliptical cross section under external pressure is presented.
Hence we find from Eqs. (21), (31), (25), (26), (27) and (28) that the study of infrared divergences in QED due to real photon emission from the light-like electron can be enormously simplified by using the pure gauge field without modifying the finite value of the cross section.
The structural response of the beam is evaluated using a beam finite element model comprising a cross section analysis tool which is suitable for the analysis of anisotropic and inhomogeneous sections of arbitrary geometry.
In the present study, a finite element model of a cross section of the gerbil cochlea was constructed.
A 3-D finite element model is developed to simulate the behaviour of steel beam with web openings having an I-shaped cross section using the finite element package ANSYS v12, which incorporated material as well as geometric nonlinearity in beam model.
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