A Fourth-order Finite Difference Solver For Poisson's Equation Via The Half-sweep Arithmetic Mean (Hsam) Method

J. Sulaiman Et Al

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Abstract

The main purpose ofthis paper is to validate the efficiency and accuracyof the Half-Sweep Arithmetic Mean (HSAM) method using the fourth orderfinite difference approximation equation to solve one-dimensionalPoisson's equation. In this paper, we formulate the Full-Sweep andHalf-Sweep Arithmetic Mean methods, namely FSAM and HSAMrespectively. Finally some computational experiments were conductedto prove that the fourth-order solver using the HSAM methods issuperior to the FSAM method.

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Conference

1st IMT-GT Regional Conference on Mathematics, Statistics and Their Applications 2005

  • Konferensi di Paparat, Индонезия pada tahun 2005
  • 31 articles

The 1st IMT-GT Regional Conference on Mathematics, Statistics and Their Applications (IRCMSA) was... see more