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In this paper a method is developed to deﬁne multiple open boundary (OB) conditions in a simpliﬁed

vortex settling basin (VSB). In this method, the normal component of the momentum equation is solved at the OBs, and ...

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A theoretical model for the porosity–permeability relationship

A ‘poor man's Navier–Stokes equation’: derivation and numerical experiments—the 2-D case

A mixed finite difference-galerkin procedure for two-dimensional convection in a square box

Response to strain rate in a discrete dynamical system model of the high-wavenumber Navier-Stokes equations

Parallelization of Linear Iterative Methods for Solving the 3-D Pressure Poisson Equation Using Various Programming Languages

An alternative discretization and solution procedure for the dual phase-lag equation

Using vorticity to define conditions at multiple open boundaries for simulating flow in a simplified vortex settling basin

Using vorticity to deﬁne conditions at multiple open boundaries for simulating ﬂow in a simpliﬁed vortex settling basin

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A theoretical model for the porosity–permeability relationship

A ‘poor man's Navier–Stokes equation’: derivation and numerical experiments—the 2-D case

A mixed finite difference-galerkin procedure for two-dimensional convection in a square box

Response to strain rate in a discrete dynamical system model of the high-wavenumber Navier-Stokes equations

Parallelization of Linear Iterative Methods for Solving the 3-D Pressure Poisson Equation Using Various Programming Languages

An alternative discretization and solution procedure for the dual phase-lag equation

Using vorticity to define conditions at multiple open boundaries for simulating flow in a simplified vortex settling basin

Using vorticity to deﬁne conditions at multiple open boundaries for simulating ﬂow in a simpliﬁed vortex settling basin