Authors: F Bukhari, S Nurdiati, MT Julianto, MK Najib, RH Valentdio.
Abstract: Burgers equation is a partial differential equation used to modelling several events related to fluids. Burgers equation was firstly introduced by Harry Bateman in 1915 and later studied by Johannes Martinus Burgers in 1948. This study discusses solving Burgers equations with finite difference method. In this study, several parameters have been known for the Burgers equation and several cases of partitions are used in finite difference method. The result shows that the more partitions used, the numerical result obtained will be closer to the exact values. In this study, calculations are numerically carried out with the help of Julia programming language.
Keywords: Burgers equation; finite difference method; Julia; partial differential equation
link: 10.29244/milang.19.1.1-9
Dipublikasikan pada MILANG Journal of Mathematics and Its Applications, vol. 19(1): 1-9.
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