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Many authors have developed high order methods for generating a sequence approximating x ⋆.
In the present study, a newly developed high order algorithm-the weak form quadrature element method is reformulated for upper bound limit analysis.
A recently developed high order splitting method for this type of problem is presented and analyzed, and the behavior of the numerical errors is assessed and compared to asymptotic estimates.
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Based on the developed higher order theory, the typical solutions are presented for comparison.
An analytical solution of the static governing equations of exponentially graded plates obtained by using a recently developed higher order shear deformation theory (HSDT) is presented.
This paper presents an analytical solution to the static analysis of functionally graded plates, using a recently developed higher order shear deformation theory (HSDT) and provides detailed comparisons with other HSDT's available in the literature.
These may well reflect different survival strategies adopted between the two kingdoms, i.e. plants evolved sessile systems with P450 enzymes with more diverse and essential roles, while animals developed higher order sensory and locomotor systems, and comparatively fewer P450s [ 4].
We have also developed higher order [6 + 3] cycloadditions of azomethine ylides with fulvenes in tandem with the Diels Alder reaction to obtain complex molecular scaffolds, and the 1,3-dipolar cycloaddition strategy has been utilized for the kinetic resolution of substituted oxopyranes.
The large reconstruction stencil has been the major bottleneck problem in developing high order finite volume schemes on unstructured grids.
We develop high order accurate source discretizations for hyperbolic wave propagation problems in first order formulation that are discretized by finite difference schemes.
In this paper, we develop high order interpolants, from any basis that constitutes a partition of unity, which satisfy these integral relations exactly.
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