Title of article :
NUMERICAL SOLVING THE HEAT EQUATION WITH DATA ON A TIME-LIKE BOUNDARY FOR THE HEATED THIN FOIL TECHNIQUE
Author/Authors :
Karchevsky, A. L. Novosibirck State University, Novosibirsk, Russia
Abstract :
In this paper, a numerical algorithm for solving the heat equation with data on
a time-like boundary is presented. This result is necessary for the heated thin foil technique,
which is used to study stationary and non-stationary transport processes in the region of
the “solid-liquid-vapor” contact line. The algorithm was tested on real data obtained during
laboratory experiments.
Keywords :
heat equation with data on a time-like boundary , heated thin foil technique , Volterra integral equation of the 1st kind of convolution type
Journal title :
Eurasian Journal of Mathematical and Computer Applications
