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The analysis uses a higher order plate element to avoid shear locking phenomena in the plate.
This algorithm uses a higher order numerical scheme the piecewise parabolic method (PPM for computing advective solution fields, a weight function capable of promoting grid node clustering by moving grid nodes, and a conservative interpolation equation using PPM for redistributing the solution field after movement of grid nodes.
For example, one method uses a higher order approximation by including adjustments for the third and fourth cumulants [3].
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We use a higher order finite difference scheme for these Helmholtz equations to guarantee sufficient accuracy.
Thick shells made of composite materials have been analyzed by using a higher order shell theory.
These measures quantify the complexity of the angular diffusion profile modeled using a higher order model, thereby giving more information than classical diffusion tensor-derived parameters.
This study deals with the free vibration analysis of composite sandwich cylindrical shell with a flexible core using a higher order sandwich panel theory.
Natural vibration frequencies of orthotropic and anisotropic simply supported circular cylinders are predicted by using a higher order transverse shear deformation theory.
The average vertex locations across all participants in both the control and test groups was then computed, and each individual participant was further registered in MNI152 space to the group average using a higher order linear transform that included all 3rd-order and lower terms of the 3-dimensional vertex coordinate array.
Natural slosh modes/frequencies, hydrodynamic coefficients and Stokes-Joukowski potential associated with the multimodal model are then obtained by solving the eigenvalue problem of free fluid sloshing using a higher order boundary element method.
A new analytical solution to the problem of deformation of a finite-dimensional general cross-ply thick rectangular plate, modeled using a higher order shear deformation theory (HSDT), is presented.
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