학술지International Journal of Nonlinear Sciences and Numerial Simulation (1565-1339), 20(2), 137 ~ 143
등재유형SCIE
게재일자 20190426
We propose a fourth-order spatial and second-order temporal accurate and unconditionally stable compact finite-difference scheme for the Cahn？Hilliard equation. The proposed scheme has a higher-order accuracy in space than conventional central difference schemes even though both methods use a three-point stencil.
