The accurate determination of the thermal conductivity of any material is a key element in
understanding its actual thermal performance, thus assigning its suitability for a particular …

Formation, properties, transformations, and temporal evolution of secondary organic aerosol
(SOA) particles depend strongly on SOA phase. Recent experimental evidence from both …

The model of nonlinear heat was generalized using the new trend of derivative with
fractional order. The new definition of derivative with fractional order has no singular kernel …

This review discusses the (soft matter) physics of food. Although food is generally not
considered as a typical model system for fundamental (soft matter) physics, a number of …

This work proposes a mathematical dynamic model for the direct contact membrane
distillation (DCMD) process. The model is based on a 2D Advection–Diffusion Equation …

Adhesives and sealants show fine rheology with good physical and mechanical properties
as viscous pastes, a possible starting point for developing direct ink writing (DIW) 3D printing …

The heat equation and its fractional generalization are used in various applications in
science and engineering. In this paper firstly we introduce the double Laplace transform of …

Amphiphile-assisted silica@ graphite with a surface resistivity of 10 12 Ω· sq− 1 was
prepared via a one-step process using either an Ostwald ripening agent (Triton-X) or a …

In this study, the performance of a boron-rich Si-B system containing~ 2–25 mol% Si is
reviewed as a high-temperature thermoelectric material. In this review, both thermodynamic …

In this article, we introduce the triple Laplace transform for the solution of a class of fractional
order partial differential equations. As a consequence, fractional order homogeneous heat …