Capillary transfer coefficient in diffusion equation derived from a known solution

Capillary transfer coefficient in diffusion equation derived from a known solution

Paper in proceedings (conference paper)

In the present paper we consider the one-dimensional diffusion equation with variable coefficient. By a general integration method we find the function representing capillary transfer coefficient under the assumption of a known solution. The derived results are illustrated on the diffusion equation with a constant coefficient.

In the present paper we consider the one-dimensional diffusion equation with variable coefficient. By a general integration method we find the function representing capillary transfer coefficient under the assumption of a known solution. The derived results are illustrated on the diffusion equation with a constant coefficient.

capillary conduction; diffusion equation; inverse problem

capillary conduction; diffusion equation; inverse problem

ŠKRIPKOVÁ, L.

2016

15.02.2015

American Institute of Physics

Melville

978-0-7354-1287-3

ICNAAM 2014 - AIP Conference Proceedings 1648

410015-1

410015-4

4