Equações de Maxwell - Aula resumo
This is a summary lesson of the mini-course "Maxwell's Equations and the Fundamentals of Electromagnetism". The objective of the mini-course is to present the equations that govern Electromagnetism, with several examples and solved exercises. Topics covered include Maxwell's equations (Gauss's law, Gauss's law of magnetism, Faraday's law, and Ampère-Maxwell's law, both in integral and local forms), flux and line integral of a vector field, constitutive relations and classification of materials, electrostatics, electric circuits and Kirchhoff's laws, electromagnetic induction, electromotive force, Lenz's law, the ideal transformer, induced electric field, displacement current, continuity equation, boundary conditions of fields (refraction of fields), potentials (scalar, vector, and time-varying), magnetomotive force, magnetic circuit, Poisson's and Laplace's equations, electromagnetic waves, and numerical methods. Link to the playlist: https://bit.ly/37n0LQd

Justifying Maxwell's equations in integral and differential form.

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Ampère-Maxwell's Law: Electric fields induce magnetic fields.

