Lecture
Differential Equations in Motion
Description
This lecture covers the resolution of differential equations for motion, including techniques for homogeneous and non-homogeneous equations, critical damping, and solutions for damped oscillators. It also explores complex numbers and their application in solving equations. Examples include a mass-spring system in a liquid with gravity and Archimedes' force. Different damping regimes are analyzed, from critical to weak and strong damping.
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