The current article deals with a moving boundary problem describing solidification of a
eutectic alloy in a semi-infinite medium. The process of solidification of a eutectic alloy is …

The current article devoted to study a moving boundary problem describing freezing of a
eutectic system in a semi-infinite medium in cylindrical symmetry. The solidification of the …

Small-scale concentrated solar power plants equipped with Micro Gas Turbines (MGTs)
could be an effective way for power production in the off-grid areas. One of the most relevant …

In this paper we formulate a Stefan problem appropriate when the thermophysical properties
are distinct in each phase and the phase-change temperature is size or velocity dependent …

In this paper, the work is concerned with the study of moving boundary based on non-
classical heat equation that includes a time dependent heat flux and convection. The latent …

The role of thermal relaxation in nanoparticle melting is studied using a mathematical model
based on the Maxwell–Cattaneo equation for heat conduction. The model is formulated in …

Standard mathematical models for phase change at the nanoscale involve an implicit
assumption that the latent heat is released at the bulk phase change temperature. They also …

Nanoscale solidification is becoming increasingly relevant in applications involving ultra-fast
freezing processes and nanotechnology. However, thermal transport on the nanoscale is …

Numerical discretizations of the Generalized Porous Medium Equation (GPME) with
discontinuous coefficients are analyzed with respect to the formation of numerical artifacts. In …

We complete the Solomon‐Wilson‐Alexiades's mushy zone model (Solomon, 1982) for the
one‐phase Lamé‐Clapeyron‐Stefan problem by obtaining explicit solutions when a …