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Various types of boundary conditions are considered.
Finally, the results obtained are applied for various types of boundary conditions.
Various types of boundary discontinuity and their connections and transformations into other types of morphological unit boundaries are analysed.
The effects of thickness-to-length ratio, aspect ratio, number of plies, fiber orientation andifferentialquadraturethe nonlinear behavior of cross ply laminateDQplates with discretizedoundary conditions resting on elastic formdatiofs are stheied.
The derived boundary condition formulas are convenient for dealing with various types of boundary specification requirements that may arise in vascular hemodynamics.
The effect of various types of boundary conditions at the beam ends is accounted for by considering the corresponding Ritz vectors.
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In this section, we show how obeying general -dependent boundary conditions transforms, under (2.1), to obeying various types of -dependent boundary conditions.
For illustrative purpose nine examples of square and rectangular plates with various types of mixed boundary conditions are considered, and a comprehensive set of results are presented for the optimum fiber orientation angles and the maximum fundamental frequencies of the 8-layer and 24-layer plates.
There are various types of nonlocal boundary conditions of integral form for hyperbolic, parabolic or elliptic equations, the ones were introduced in [1].
In studies of solutions of various types of nonlinear boundary value problems for ordinary differential equations side by side with numerical methods, it is often used an appropriate technique based upon some types of successive approximations constructed in analytic form.
To demonstrate this method, the free vibrations of symmetrically laminated plates of various types of mixed edge boundaries are calculated.
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