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High-order approximations are then introduced to limit the computational cost associated with variability management.
Moreover, our numerical results also show that the high-order approximations are especially effective for problems with large wave numbers.
The approach allows for high-order approximations and crucially provides a direct link with CAD data structures that allows for efficient design workflows.
The orthogonal collocation approach presented better stability properties for high-order approximations and the undesirable oscillations were well-controlled with low-order filters.
These schemes inherit naturally some features of the DGM, such as high-order approximations, applicability to non-uniform grids and super-accuracy for wave propagations.
The high-order approximations for noncyclic adsorption are shown to be applicable to the cyclic adsorption over a wide range of cycle frequencies.
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This can be done while maintaining the high-order approximation as offered by compact finite differences.
This paper focuses on Pearson diffusions and the spectral high-order approximation of their related Fokker Planck equations.
Secondly, this relationship is transformed into a high-order approximation in time domain by using the temporal localization method.
In this work, a new meshless method is proposed for obtaining high-order approximation on a highly compact nodal set.
Shear and membrane locking problems are avoided in the quadrature element formulation for its high-order approximation property.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com