A model of the melting of a mushy region in the absence of fluid flow is presented. Similarity solutions are obtained which are used to describe melting from a hot plate with and without the generation of a completely molten region. These solutions are extended to describe the melting of a mushy region in contact with a hot liquid. A significant feature of melting mushy regions is that the phase change occurs internally by dissolution. Our solutions for melting of a mushy region are used to investigate this internal phase change and are compared with the classical Neumann solutions for melting of a pure substance
A two-dimensional model for the non-uniform melting of a thin sheared viscous layer is developed. An...
Close-contact melting within a spherical capsule is investigated both numerically and analytically. ...
A solution is presented to the problem of phase changes in a semi-infinite region of liquid or solid...
A model of the melting of a mushy region in the absence of #uid #ow is presented. Similarity solutio...
We consider a model problem of heat conduction in a slab where melting is produced by distributed he...
A two-dimensional model for the non-uniform melting of a thin sheared viscous layer is developed. An...
The study of liquid-solid phase change has value in a range of applications, including in nuclear po...
The problem considered is that of the melting of a phase change material, initially at its saturatio...
Motivated by important applications in materials science and geophysics, I develop a non-linear heat...
An approximate mathematical model of contact melting of an unfixed material in elastic cylindrical a...
By means of a photograph technique the temporal geometric shape, melting rates and heat flux densiti...
In many scientific and engineering problems the solidification of an alloy leads to a highly convolu...
The work in this thesis deals with the heat transfer and uid ow problem encountered in the analysi...
In this paper, the effect of gravity modulation on a new oscillatory instability in a mushy layer is...
In this paper we consider solutions to Stefan problems in spatial dimension $N\ge 1$. We find nece...
A two-dimensional model for the non-uniform melting of a thin sheared viscous layer is developed. An...
Close-contact melting within a spherical capsule is investigated both numerically and analytically. ...
A solution is presented to the problem of phase changes in a semi-infinite region of liquid or solid...
A model of the melting of a mushy region in the absence of #uid #ow is presented. Similarity solutio...
We consider a model problem of heat conduction in a slab where melting is produced by distributed he...
A two-dimensional model for the non-uniform melting of a thin sheared viscous layer is developed. An...
The study of liquid-solid phase change has value in a range of applications, including in nuclear po...
The problem considered is that of the melting of a phase change material, initially at its saturatio...
Motivated by important applications in materials science and geophysics, I develop a non-linear heat...
An approximate mathematical model of contact melting of an unfixed material in elastic cylindrical a...
By means of a photograph technique the temporal geometric shape, melting rates and heat flux densiti...
In many scientific and engineering problems the solidification of an alloy leads to a highly convolu...
The work in this thesis deals with the heat transfer and uid ow problem encountered in the analysi...
In this paper, the effect of gravity modulation on a new oscillatory instability in a mushy layer is...
In this paper we consider solutions to Stefan problems in spatial dimension $N\ge 1$. We find nece...
A two-dimensional model for the non-uniform melting of a thin sheared viscous layer is developed. An...
Close-contact melting within a spherical capsule is investigated both numerically and analytically. ...
A solution is presented to the problem of phase changes in a semi-infinite region of liquid or solid...