A review of hybrid integral transform solutions in fluid flow problems with heat or mass transfer and under Navier–Stokes equations formulation
Abstract The Generalized Integral Transform Technique (GITT) is reviewed as a hybrid
numerical–analytical approach for fluid flow problems, with or without heat and mass …
numerical–analytical approach for fluid flow problems, with or without heat and mass …
Analytical solution for natural convection of a heat-generating fluid in a vertical rectangular cavity with two pairs of heat source/sink
An analytical solution of the steady natural convective flow in a vertical rectangular cavity
induced by a uniform volumetric heat generation is established in the case where two …
induced by a uniform volumetric heat generation is established in the case where two …
Onset of internal convection in superposed air-porous layer with heat source depending on solid volume fraction: influence of different modeling
E Kolchanova, N Kolchanov - Acta Mechanica, 2022 - Springer
A linear stability analysis for the onset of internal convection in a composite air-porous layer
with the heat source strength depending on the solid volume fraction is carried out through …
with the heat source strength depending on the solid volume fraction is carried out through …
Onset of penetrative convection in a multilayered heat-generating porous system with thin air interlayers
E Kolchanova, N Kolchanov - Microgravity Science and Technology, 2023 - Springer
The study is devoted to a new problem concerning the onset of penetrative convection via
internal heating in a multilayered air-porous system under the gravitational field. The system …
internal heating in a multilayered air-porous system under the gravitational field. The system …
Generalized integral transform solution for free vibration of orthotropic rectangular plates with free edges
Free vibration of orthotropic rectangular thin plates of constant thickness with two opposite
edges clamped and one or two edges free is analyzed by generalized integral transform …
edges clamped and one or two edges free is analyzed by generalized integral transform …
Vector eigenfunction expansion in the integral transform solution of transient natural convection
Vector eigenfunction expansion in the integral transform solution of transient natural convection
| Emerald Insight Books and journals Case studies Expert Briefings Open Access Publish with …
| Emerald Insight Books and journals Case studies Expert Briefings Open Access Publish with …
Leveraging the entropy generation minimization and designed porous media for the optimization of heat sinks employed in low-grade waste heat harvesting
ABSTRACT A comprehensive optimization procedure for the design of heat sinks used to
harvest low-grade waste heat for secondary processes is proposed. A designed porous …
harvest low-grade waste heat for secondary processes is proposed. A designed porous …
Conduction-radiation heat transfer in a gray semi-transparent medium: combining integral transforms and discrete ordinate method.
JVL de Oliveira, ZE Silva, JA Lima… - High Temperatures …, 2024 - search.ebscohost.com
This work presents a novel approach to solve the unsteady one-dimensional coupled heat
conduction-radiation problem for a gray semi-transparent, absorbing, emitting, and diffusing …
conduction-radiation problem for a gray semi-transparent, absorbing, emitting, and diffusing …
Unified Integral Transforms and Non-Classical Eigenvalue Problems in Heat and Mass Transfer
The generalized integral transform technique (GITT) is reviewed as a computational–
analytical methodology in linear and nonlinear convection–diffusion problems, based on …
analytical methodology in linear and nonlinear convection–diffusion problems, based on …
Integral transforms for flow and transport in discrete and continuum models of fractured heterogeneous porous media
Abstract The Generalized Integral Transform Technique (GITT) is employed in combination
with a single domain reformulation strategy and a coupled eigenvalue problem expansion …
with a single domain reformulation strategy and a coupled eigenvalue problem expansion …