Abstract
The Visual Basic Application (VBA) programming application has become a new choice by researchers to work on numerical solutions, since it is accessible to wider user. Although the solution of harmonic oscillation has been done in previous research, however numerical solution using VBA was still limited. In this study we solved and plotted the numerical solution using VBA and obtained a solution of simple harmonic motion that is very close to analytical solutions. It is concluded that the results of harmonic oscillation motion analysis obtained with numerical solutions using VBA provide the same characteristics with analytical solutions, for both Euler and Runge-Kutta second order methods. In this work we have shown how the Euler and Runge-Kutta second order methods were applied, so that it can be exploited by another user.
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