Computational Thermal Sciences: An International Journal
Publicado 6 números por año
ISSN Imprimir: 1940-2503
ISSN En Línea: 1940-2554
IF:
1.5
5-Year IF:
1
Immediacy Index:
0.3
Eigenfactor:
0.00017
JCI:
0.28
SJR:
0.279
SNIP:
0.544
CiteScore™::
2.5
H-Index:
22
Indexed in
THE METHOD OF LINES FOR RECONSTRUCTING A MOVING BOUNDARY IN ONE-DIMENSIONAL HEAT CONDUCTION PROBLEM
Volumen 3,
Edición 2, 2011,
pp. 133-143
DOI: 10.1615/ComputThermalScien.v3.i2.50
SINOPSIS
In this paper, we use a method of lines to determine a moving boundary from Cauchy data in a one-dimensional heat conduction problem. This problem is ill-posed; thus, a quasi-reversibility regularization method is applied to obtain a stable numerical solution. Numerical experiments for several examples show that the proposed method is effective and stable.
408 Vistas de artículos
34 Descargas de artículos
Métrica
Artículos con contenido similar:
Último edicion
ASSESSING THE VIABILITY OF HIGH-CAPACITY PHOTOVOLTAIC POWER PLANTS IN DIVERSE CLIMATIC ZONES: A TECHNICAL, ECONOMIC, AND ENVIRONMENTAL ANALYSIS
MACHINE LEARNING LOCAL WALL STEAM CONDENSATION MODEL IN PRESENCE OF NON-CONDENSABLE FROM TUBE DATA
PERFORMANCE OF TWO-DIMENSIONAL PLANAR CURVED MICRONOZZLE USED FOR GAS SEPARATION
Próximos Artículos
Positivity Preserving Analysis of Central Schemes for Compressible Euler Equations
A lattice Boltzmann study of nano-magneto-hydrodynamic flow with heat transfer and entropy generation over a porous backward facing-step channel
A Commemorative Volume in Memory of Darrell Pepper
In Memoriam: Professor Darrell W. Pepper – A Tribute to an Exceptional Engineering Educator and Researcher
Modeling of Two-Phase Gas-Liquid Slug Flows in Microchannels
Performance of two dimensional planar curved micronozzle used for gas separation
A Localized Meshless Method for Transient Heat Conduction with Applications
Non-nested Multilevel Acceleration of Meshless Solution of Heat Conduction in Complex Domains
Assessing the Viability of High-Capacity Photovoltaic Power Plants in Diverse Climatic Zones : A Technical, Economic, and Environmental Analysis
MACHINE LEARNING LOCAL WALL STEAM CONDENSATION MODEL IN PRESENCE OF NON-CONDENSABLE FROM TUBE DATA
LES of Humid Air Natural Convection in Cavity with Conducting Walls