S. Lü

School of Mathematics and Systems Science‎, ‎Beijing University of Aeronautics and Astronautics‎, ‎Beijing‎ ‎100191‎, ‎China‎.

[ 1 ] - High-accuracy alternating segment explicit-implicit method for the fourth-order heat equation

Based on a group of new Saul’yev type asymmetric difference schemes constructed by author, a high-order, unconditionally stable and parallel alternating segment explicit-implicit method for the numerical solution of the fourth-order heat equation is derived in this paper. The truncation error is fourth-order in space, which is much more accurate than the known alternating segment explicit-impli...

نویسندگان همکار

G. Guo 1