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However, the touchscreen-only interface of most phones can't provide one important element: spatial accuracy.
We develop a piecewise linear (PWL) Galerkin finite element spatial discretization for the multi-dimensional radiation diffusion equation.
Spectral element spatial discretizations are applied to the solution of a one-dimensional continuum model for radio-frequency glow discharges.
In this paper a method of solving the transient thermoelastic process in frictional systems using finite element spatial discretization and modal superposition is presented.
The method is tested for a finite element spatial formulation of shells based on mixed interpolations of strain tensorial components and on a two-parameter representation of director rotations.
The method combines the concepts of positive basis functions for discontinuous Galerkin finite element spatial discretization, locally defined solution bounds, element-based flux correction, and non-linear local mass redistribution.
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The SPELT scheme has been implemented in the High-Order Method Modeling Environment (HOMME), which is based on a cubed-sphere grid with spectral-element spatial discretization.
Our numerical algorithm for treating these open boundary conditions is based on a rotational pressure correction-type strategy, with a formulation suitable for C0 spectral-element spatial discretizations.
Our RH method combines the MUSCL-Hancock method for solving the Euler equations with the TR/BDF2 time integration scheme and the linear-discontinuous Galerkin finite-element spatial discretization scheme for the S2 radiation equations.
It combines a spectral – spectral-element spatial discretization in a cylindrical domain moving translationally with the free particle and particle equations of motion involving hydrodynamic forces integrated on the particle surface.
His interest in the re-construction of urban landscapes seeks to build palimpsests by developing new elements, spatial forms and objects which validate their existing familiar context.
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