Implementation of Numerical Methods of Euler and Runge-Kutta through MATLAB Software for the Solution of Ordinary Differential Equations Dedicated to Teaching

摘要

Given The Complexity Of Problems In The Engineering Field, New Tools Have Become Essential For Solving Them In Academic Society, So Computer Modeling And Simulation Through Software Has Been One Of The Main Alternatives Found By Researchers In The Area To Attend To These Demands. Therefore, The Objective Of This Work Is To Implement Two Numerical Methods, Namely Euler And Runge-Kutta, In Which The Purpose Is The Solution Of Ordinary Differential Equations, Having As A Differential The Computational Modeling, Which Makes Possible The Solution Of The Problems That Would Be Impossible Or Would Require Much Time And Energy Of The Involved Researches, Thus Making The Process Simpler, Besides Reducing The Probability Of Operational Error. The Scientific Methodology Of This Study Is Based On Applied Research Using MATLAB Software, Which Seeks To Obtain Qualitative Results, Being That It Uses The Significant Learning Theory, Which Argues That.......