Equações diferenciais ordinárias aplicadas na física clássica.

Abstract

The Differential equations, or mathematical models, has one of enormous importance in modeling many problems in science, principally, in Physics. Thus, this work aims to approach mathematical models formulated through Ordinary Differential Equations (ODE) in the main areas of Classical Physics: Classical Mechanics, Thermodynamics and Electromagnetism. Through a bibliographic research, we investigated, both in the field of Differential Equations, and in the field of Classical Physics, the most commonly studied problems, and taht are modeled by Mathematics, as: Harmonic Movement, Cooling Phenomenon and Electric Circuits of the type RC. The objective of this work is to promote a greater relationship between Physics and Mathematical Modeling, and also, stand out the importance of these mathematical tools through applications in daily life. In addition to contributing for studies and further work in the area.