Host: Japan Society for Finishings Technology
Name : [in Japanese]
Number : 28
Location : [in Japanese]
Date : October 26, 2017 - October 27, 2017
Pages 85-88
Part 1 of this study examined derivation of an analytical solution of √t law according to the Fick diffusion second law. As a result, I set basic equations, boundary conditional expressions and special solutions, then decide the undetermined coefficients in the special solution, then expand the special solution that defines the unknown coefficients and approximation analytical solution of √t law was derived.