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A new explicit time integration scheme is presented for the solution of wave propagation problems.
An iteration approach is presented for the solution of the non-linear model.
The new XDFCT algorithm is presented for the solution of hydrodynamic flow problems with steep gradients.
A variational multiscale stabilized finite element scheme is presented for the solution of moist atmospheric flows.
In this paper a novel predictor corrector algorithm is presented for the solution of coupled gas-phase – particulate systems.
A numerical algorithm is presented for the solution of 3-dimensional problems involving a fluid with a free surface.
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In this paper, a method of coupling of finite element and boundary integral equation methods is presented for the solutions of electromagnetic scattering in both transverse electric and magnetic polarization cases.
A robust algorithm is presented for the repeated solution of the design equations and the constrained optimisation of the solids residence time.
A general method is presented for the analytical solution of a piezoelectric screw dislocation located within one of two joined piezoelectric half-planes.
A simple pseudospectral method is presented for the numerical solution of linear, differential eigenvalue problems.
The new YDFCT algorithm is presented for the numerical solution of hydrodynamic flow problems with steep gradients.
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