Reduced order modeling is an important and fast-growing research field in computational
science and engineering, motivated by several reasons, of which we mention just a few …

Courtyards are an effective passive strategy for improving the energy performance of
buildings. However, there is a lack of accurate simulation tools for their thermal performance …

In this work we propose and analyze a new stabilized finite element method for the coupled
Navier–Stokes/temperature (or Boussinesq) equations. The method is built using low order …

In this work we present a Reduced Basis VMS-Smagorinsky Boussinesq model, applied to
natural convection problems in a variable height cavity, in which the buoyancy forces are …

This article presents a parallel finite element discretization scheme for solving numerically
the steady natural convection equations, where a fully overlapping domain decomposition …

In this work we introduce and analyze a mixed virtual element method (mixed-VEM) for the
two-dimensional stationary Boussinesq problem. The continuous formulation is based on …

In this work we propose and analyze a new fully divergence-conforming finite element
method for the numerical simulation of the Boussinesq problem, describing the motion of a …

This paper focuses on the optimal error analysis of a linearized Crank-Nicolson finite
element scheme for the time-dependent penetrative convection problem, where the mini …

In this work, we address the solution of the Navier–Stokes equations (NSE) by a Finite
Element (FE) Local Projection Stabilization (LPS) method. The focus is on a LPS method …

In this paper, superconvergence analysis of a mixed finite element method (MFEM) is
proposed for the unsteady natural convection problem. The system is discretized by the Q …