Abstract Ordinary Differential Equation (ODEs) problems can solve using Euler method.
Euler method suitable for first-order numerical and it is an effective and easy method. The …

A first-order ordinary differential equation (ODE) is a function with two variables defined in
the xy-axis of a field. Various numerical methods, such as the Euler method, Runge-Kutta …

Most real world natural systems are shows seasonal behaviour due to seasonal
environmental or climate change. As a results, many species display seasonal changes in …

Numerical methods are seldom used in science and engineering to compute the
approximate solution of ordinary differential equations. In this study, we propose computing …

Two types of first-order circuits are resistor-capacitor (RC) and resistorinductor (RL). This
paper focuses on the RL circuit equation. The centroidalpolygon (CP) scheme will be tested …

Euler method is one of the oldest and simplest numerical techniques to solve mathematical
problems. However, the Euler method lacks accuracy compared to other methods such as …

The Euler method is one of the oldest methods to solve differential equation problems. The
Euler method produces the simplest solution. However, although is not computationally …

Euler method is a numerical order process for solving problems with the Ordinary Differential
Equation (ODE). It is a fast and easy way. While Euler offers a simple procedure for solving …

Numerical method is a technique of obtaining the nearest approximation for the solution of
various problems that can be described in the form of derivative equations. Engineering …

The Euler method provides a simple procedure for solving Ordinary Differential Equations
(ODE). Resistor-inductor (RL) circuit equation is one of the circuit equations applicable to the …