# Video Maxwell Equations. Here You Get the Deepest Intuition!

Level 3 requires the basics of vector calculus, differential and integral calculus. Suitable for undergraduates and high school students.

## Content of the video

- ⏲ [00:14] Applications of the Maxwell equations
- ⏲ [02:08] Electric field vector
- ⏲ [05:12] Magnetic field vector
- ⏲ [10:15] Divergence integral theorem - this mathematical theorem combines the volume integral of the divergence of a vector field with the surface integral of this vector field.
- ⏲ [10:15] Divergence integral theorem - this mathematical theorem combines the volume integral of the divergence of a vector field with the surface integral of this vector field.
- ⏲ [17:50] Curl integral theorem - this mathematical theorem combines the surface integral of the curl of a vector field with the line integral of this vector field.
- ⏲ [23:58] The FIRST Maxwell’s equation - states that the charges are sources and sinks of the electric field.
- ⏲ [27:46] The SECOND Maxwell’s equation - states that magnetic charges always occur as dipoles. There are no magnetic monopoles.
- ⏲ [30:23] The THIRD Maxwell’ equation (Faraday’s law of induction) - states that a time-varying magnetic field generates an electric field and vice versa. This Maxwell equation contain also the Lenz’s rule.
- ⏲ [35:02] THE FOURTH Maxwell’s equation - states that the magnetic field can be generated by electric currents and time-varying electric fields (displacement current)

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