Numerical simulation of shock-boundary layer interactions in the hypersonic regime has for
long been a challenge, plagued by high sensitivity of the surface predictions to grid and …

Plug nozzle of a single-stage-to-orbit launch vehicle moves through continuum to rarefied
regime, as it approaches high altitudes. Despite multiple studies on plug nozzle flows in the …

The two‐dimensional convection–diffusion‐type equations are solved by using the
boundary element method (BEM) based on the time‐dependent fundamental solution. The …

Aiming at the problems of the negative sequence governance and regenerative braking
energy utilization of electrified railways, a layered compensation optimization strategy …

This paper presents a new integro-differential coupling between partial equivalent electrical
circuits (PEEC) and finite difference method (FDM) taking into account the magnetization …

Purpose Discrete differential operators (DDOs) of periodic functions have been examined to
solve boundary-value problems. This paper aims to identify the difficulties of using those …

Purpose Discrete differential operators of periodic base functions have been examined to
solve boundary-value problems. This paper aims to identify the difficulties of using those …

PREDICTION of flow behavior over flat plates has been one of the most interesting areas of
research since the 1950s. However, it requires more attention when the developed …

revised: 25.10. 2021) Abstract: This paper presents novel discrete differential operators for
periodic functions of one-and two-variables, which relate the values of the derivatives to the …

A high‐resolution upwind compact method based on flux splitting is developed for solving
the compressive Euler equations. The convective flux terms are discretized by using the …