This paper presents a strategy to accelerate virtually any Poisson solver by taking
advantage of s spatial reflection symmetries. More precisely, we have proved the existence …

The rational development of organic electronic devices can greatly benefit from a molecular‐
level description, where an accurate description of the Coulombic interactions among …

In the present paper, we propose a new FFT based numerical homogenization method to
compute the effective conductivity of fractured media involving insulating and …

Poisson's equation is one of the most popular partial differential equation (PDE), which is
widely used in image processing, computer graphics and other fields. However, solving a …

The numerical study of flow around a pair of spheres and a square array of spheres is
investigated by using a direct‐forcing immersed boundary method. Using high resolution …

Turbulent mixing in multi-phase flows is prevalent across various research domains, and
direct numerical simulation (DNS) is often used for understanding such phenomena …

We present a multi-block finite-differences solver for the heat equation. This is the main
building block to implement a multi-block, finite-difference solver for the incompressible …