Numerical Solving the One-Dimensional Problem of Drying a Grass Layer
I. A. Shmakov
Institute of Computational Mathematics and Mathematical Geophysics, SB RASNovosibirsk, Russia, E-mail: i_shmakov@ngs.ru
Pages: 198-203
Abstract
The finite volume method is considered for numerical solving the one-dimensional horizontal unstationary problem of drying a homogeneous layer of mowed grass in the Cartesian coordinate system. The time derivative is discretized by the parametric scheme and the nonlinear algebraic system is solved by the iterative under-relaxation method. The second-order convergence of the method is illustrated by results of numerical experiments
|
