Resolving of Inverse Problem Based on the One Component Linear Diffusion Model Implementation of Water Vapour Into Cellular Concrete Sample
Resolving of Inverse Problem Based on the One Component Linear Diffusion Model Implementation of Water Vapour Into Cellular Concrete Sample
Author(s): Roman Mysiuk, Volodymyr Yuzevych, Iryna Mysiuk, Taras HolubetsSubject(s): Energy and Environmental Studies, Environmental interactions
Published by: Altezoro, s. r. o. & Dialog
Keywords: porous media; inverse problem; water vapour diffusion; computation methods;
Summary/Abstract: This paper demonstrates the application of the inverse problem for calculating diffusion coefficient distribution into a porous cylindrical sample in a one-dimensional case. The work mainly aims to adapt a well-known diffusion equation with boundary conditions to obtain humidity profiles experimentally in porous samples. Empirical equations for diffusion coefficients according to humidity distribution are also reviewed. The main focus of this paper is concentrated on the proper interpretation of water vapour diffusion in coordinate and time dependencies. For this reason, the averaged quantities are introduced.
Journal: Traektoriâ Nauki
- Issue Year: 10/2024
- Issue No: 7
- Page Range: 3034-3046
- Page Count: 13
- Language: English