Here we display how the answer of nonlinear Maxwell equations is used to a thin-film waveguide problem. A seasonal scattering type resolution we used for this purpose is of a more comprehensive form than ones signified through elliptic integral of the first and third types. In our approach, fields are represented by a determined of a non-flow integral of motion and the worth of a dielectric function. Instead of matching field amplitudes at lines, we worked through principles of this fixed as a wave characteristic. So, without allowing for possibility a film diameter, we created the appropriate barrier conditions for two together borders. The requirement forces a dielectric function to have two specific or equal values at borders, happening in the existence of wave pieces that fit justly and asymmetrically. Such standing wave resolutions were built into offspring. We use a film thickness to request the satisfying border condition to kin data. The classification of symmetrically fit wave pieces equipped to have a relatively complex building due to two singularities in a dielectric function and three domains had to be resolved separately. To expect matches inside the data we bestowed two simple tests that completely delineate the length-form and the number of standing wave answers within a film. In general, the design can be used to more complex hide structures.
Author(s) Details:
O. Nyamsuren,
Department
of Fundamental Sciences, New Mongol Institute of Technology, Mongolia.
G.
Ochirbat,
Faculty
of Physics, National University of Mongolia, Mongolia.
Please see the link here: https://stm.bookpi.org/CPPSR-V3/article/view/12582
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