We employ shooting technique to explicitly construct the approximate solution of steady state reaction – diffusion equations with source term that arise in modeling microwave heating in an infinite slab with isothermal walls. In particular, we consider the case where the source term decreases spartially and increases with temperature. The important properties of the temperature fields and thermal criticality are discussed. JONAMP Vol. 11 2007: pp. 529-53
A mathematical model for predicting microwave heating rates and associated temperature distributions...
A study is made of the solution of a differential equation modelling the heating of a layer of mater...
The time dependent microwave heating of a one-dimensional, semi-infinite body is considered. Startin...
The steady-state microwave heating of finite one and two dimensional slabs is examined. The temperat...
Two-dimensional reaction diffusion equations, which contain a functional and an inhomogeneous source...
AbstractAlthough microwave radiation is best known for heating food in the kitchen, in recent years ...
The formation and propagation of hotspots in a cylindrical medium that is undergoing microwave heati...
This article presents new semi-analytical solutions for transient heat conduction in a slab, which e...
This is a post-print. The definitive version can be found in Proceedings 2006 ASABE Annual Internati...
A new simple analytical method for solving the problem of one-dimensional transient heat conduction ...
Microwave thawing of materials, which melt over a finite temperature range, are analyzed using the e...
A mathematical model describing the heat budget of an irradiated medium is introduced. The one-dimen...
Thesis (MTech (Mechanical Engineering))--Cape Peninsula University of Technology, 2010Development of...
Numerical simulation of heat transfer during the microwave heating process of a one-dimensional (1-D...
This paper is concerned with a system of differential equations related to a circuit model for micr...
A mathematical model for predicting microwave heating rates and associated temperature distributions...
A study is made of the solution of a differential equation modelling the heating of a layer of mater...
The time dependent microwave heating of a one-dimensional, semi-infinite body is considered. Startin...
The steady-state microwave heating of finite one and two dimensional slabs is examined. The temperat...
Two-dimensional reaction diffusion equations, which contain a functional and an inhomogeneous source...
AbstractAlthough microwave radiation is best known for heating food in the kitchen, in recent years ...
The formation and propagation of hotspots in a cylindrical medium that is undergoing microwave heati...
This article presents new semi-analytical solutions for transient heat conduction in a slab, which e...
This is a post-print. The definitive version can be found in Proceedings 2006 ASABE Annual Internati...
A new simple analytical method for solving the problem of one-dimensional transient heat conduction ...
Microwave thawing of materials, which melt over a finite temperature range, are analyzed using the e...
A mathematical model describing the heat budget of an irradiated medium is introduced. The one-dimen...
Thesis (MTech (Mechanical Engineering))--Cape Peninsula University of Technology, 2010Development of...
Numerical simulation of heat transfer during the microwave heating process of a one-dimensional (1-D...
This paper is concerned with a system of differential equations related to a circuit model for micr...
A mathematical model for predicting microwave heating rates and associated temperature distributions...
A study is made of the solution of a differential equation modelling the heating of a layer of mater...
The time dependent microwave heating of a one-dimensional, semi-infinite body is considered. Startin...