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Coen, S. & Haelterman, M. Modulational instability induced by cavity boundary conditions in a normally dispersive optical fiber.
The conclusion that is not simply the superposition of the wavefunctions, and is a consequence of the actual boundary conditions in a three-slit structure.
In order to separate these two phenomena (friction and misalignment) boundary conditions in a column are analysed.
Examples are given to examine the performances for identifying boundary conditions in a scramjet combustor with a regenerative cooling system.
An approach to implement the general periodic boundary conditions in a finite element analysis scheme is also presented.
These stress paths are used as boundary conditions in a full-field simulations employing representative volume elements of hardmetal microstructure.
We discuss three new implementation versions of diffuse reflection boundary conditions in a thermal lattice Boltzmann model.
In the present case, it allows to use other than periodic boundary conditions in a Fourier pseudo-spectral approach.
In paticular, we compare the stability for different pressure boundary conditions in a semiimplicit time-integration scheme.
The theory satisfies the interfacial constraints and the top and bottom surface boundary conditions in a strong sense.
The present analysis provides the possibility of considering different combinations of layerwise boundary conditions in a multi-layered graphene sheet.
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