Problem of Stefan Type with Arbitrary Number of Movable Boundaries of Phase Transformations
| Authors: Kuznetsova Ye.A., Selin I.A., Formalev V.F. | Published: 14.10.2013 |
| Published in issue: #2(37)/2010 | |
| DOI: | |
| Category: Applied Mathematics and Methods of Mathematical Simulation | |
| Keywords: heat transfer, Stefan problem, movable boundaries, composite materials, decomposition of binders, analytical solution | |
The problem on heat transfer in half-infinite bodies is stated and analytically solved with the arbitrary number of the nonstationary movable boundaries of phase transformations available (problems of Stefan type). The heat transfer process for the case of two movable boundaries is studied in detail.