Boundary element methods (BEM) and meshless techniques represent a significant advancement in computational modelling, allowing engineers and scientists to simulate complex physical systems with ...

Researchers have developed a powerful computational framework that shows how carefully optimized nanotube shapes can amplify ...

The boundary element method (BEM) has emerged as a powerful numerical tool for addressing heat conduction problems by reducing the computational domain to its boundary. This methodological advantage ...

The mathematical modelling of free and moving boundary problems are an important topic in engineering, industry, technology and theoretical sciences. These models allow us to make calculations ...