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Guided Waves Along a Density Interface in Partially Ionised Solar Plasmas. [PDF]
Sol PhysAlshammari S +4 more
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Emergent Berry Curvature in Inversion-Symmetric Photonic Crystals for Ultraconfined Topological States. [PDF]
Adv MaterTan YJ, Singh R.
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Refractive Index Sensing Properties of Metal-Dielectric Yurt Tetramer Metasurface. [PDF]
Nanomaterials (Basel)Lv S, Tuersun P, Li S, Wang M, Pu B.
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Transmission-line Matrix (TLM) Modeling of Wave Propagations and its Applications to Electromagnetic and Acoustic Device Problemsopenaire
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Problem of nonlinear coupled electromagnetic TE-TE wave propagation
Journal of Mathematical Physics, 2013Propagation of two TE coupled electromagnetic waves in a nonlinear plane layer is considered. Nonlinearity in the layer is described by Kerr law. It is shown that a new nonlinear propagation regime exists for a pair of TE waves. The physical problem is reduced to a nonlinear two-parameter eigenvalue problem for a system of (nonlinear) ordinary ...
Smirnov, Yury G., Valovik, Dmitry V.
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Radio Science, 1987
Over the last years propagating beam methods have gained increasing acceptance for solving a broad range of wave propagation problems. The transformation of an extremely difficult boundary value problem into a much easier initial value problem, has allowed the solution of problems that were considered as intractable.
P. E. Lagasse, R. Baets
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Over the last years propagating beam methods have gained increasing acceptance for solving a broad range of wave propagation problems. The transformation of an extremely difficult boundary value problem into a much easier initial value problem, has allowed the solution of problems that were considered as intractable.
P. E. Lagasse, R. Baets
openaire +1 more source
Physical Review E, 2013
We introduce a simple method to estimate the accuracy of exact solutions under initial value conditions proposed by Petrov and Kudrin [Phys. Rev. Lett. 104, 190404 (2010)]. We demonstrate that even for a sufficiently weak nonlinearity, the initial value condition difference between linear and nonlinear case may be evident.
Si-Yun, Chen +7 more
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We introduce a simple method to estimate the accuracy of exact solutions under initial value conditions proposed by Petrov and Kudrin [Phys. Rev. Lett. 104, 190404 (2010)]. We demonstrate that even for a sufficiently weak nonlinearity, the initial value condition difference between linear and nonlinear case may be evident.
Si-Yun, Chen +7 more
openaire +2 more sources