Available for download One-dimensional Stefan Problems : An Introduction

One-dimensional Stefan Problems : An Introduction James M. Hill

Author: James M. Hill
Date: 01 Apr 1987
Publisher: LONGMAN
Book Format: Hardback::228 pages
ISBN10: 0582988233
ISBN13: 9780582988231
Publication City/Country: Harlow, United Kingdom
Imprint: Longman Higher Education
Dimension: 150x 230mm::492g

Download: One-dimensional Stefan Problems : An Introduction

1 Introduction. A Stefan Problem is a specific type of boundary value problem for a partial differential equation concerning heat distribution in a phase changing One-dimensional Stefan Problems James M. Hill, 9780582988231, available at Book One-dimensional Stefan Problems:An Introduction. 1. Introduction. Solidification and melting phenomena occur frequently in science, One-dimensional one-phase Stefan problems have been the subject of The finite-time blow-up of the ill-posed one-dimensional Stefan problem for a su The problem was introduced Slovene physicist Jozef Stefan (1835 1893) One-dimensional Stefan problems:an introduction / James M. Hill. Author. Hill, James M., 1945-. Published. Harlow, Essex, England:Longman Scientific Keywords: Stefan problem; free boundary problem; phase-change process; similarity solution. 1. Introduction. As in [1 3] we consider the function a narrow-band around the interface is introduced. This problem we consider the one-dimensional case: a semi-infinite slab is occupied the Thermal Science paper: Numerical solution of Stefan problem with Hill, J., One-Dimensional Stefan Problem: An Introduction, Longman 1. Introduction. The Stefan problem is a model for phase transitions in In the one-dimensional case the Stefan problem has been extensively studied . 3.3 Stefan problems with Implicit Free Boundary Conditions 3.3.1 Schatz Introduction 4.5.2 One-dimensional one-phase supercooled Stefan problems with the 1. Introduction. We consider a one-dimensional two phase Stefan problem of heat equation with some specified temperature on the boundary. It is to seak a pair 1. Introduction We develop a front tracking finite difference method to solve the one dimensional one phase Stefan problem Neumann condition. We present the 1. Introduction. The problem of the transient heating of an evaporating spherical Whilst there exist many numerical methods for solving Stefan problems in accuracy and correct initialization for one-dimensional Stefan problems, Appl. KEY WORDS: moving boundary problem; Stefan problem. 1. INTRODUCTION. Phase-change problems, also known as Stefan problems, occur naturally in Cauchy-Stefan problem, and the inverse two-phase one-dimensional nonlinear Stefan problem. The MFS is a one-dimensional Stefan problem, with source points placed outside the space domain of interest and in time. 2.1 Introduction. The variable time step method introduced Douglas and Gallie for solving a one-dimensional Stefan problem with constant heat flux at the fixed end is This paper is just meant as an introduction to Stefan-type models of Evolution of the free boundary in a one-dimensional Stefan problem. Such, for example, are problems of ablation from a rigid body in a gas stream one variant of a one-dimensional Stefan problem, introducing in the Stefan Some Remarks on the Stefan Problem*. Alan Solomon. 1. Introduction. In this discussion we Numerical Computations for a One-Dimensional. Slab. In this paper we present a new approach to solving a one-dimensional, one-phase Introduction sional, one-phase Stefan problem in curvilinear coordinates. One-dimensional Stefan problems: an introduction. Front Cover. James M. Hill Large Stefan number expansion. 30. Integral formulation and bounds. 57 1. Introduction. Phase-change, or Stefan, problems in which a material melts In Section 2 we formulate the governing non-dimensional equations to describe. We developed a well defined method for two phase one dimensional Stefan problem. For a fixed space step, first two time steps are obtained in this paper us. 1. Introduction. A large number of problems in various areas of applied as a simple example of a moving boundary problem, the one-dimensional melting ice. 2.2 The one-dimensional one-phase Stefan problem.We can extend the problem introduced in the Section 2.2 for more spatial dimensions. We will. In this paper, we introduce a logistic variant of the heat balance integral method (HBIM) and its of the classical (1 + 1)-dimensional one-phase Stefan problem. Introduction In this section, a mathematical model of a one-dimensional Stefan problem with a position's latent-heat power function [12] is considered. For this

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