Applications of Vector Calculus in Electrostatics
Course description
In this course, we will see how vector calculus is fundamental to understanding electromagnetism, particularly electrostatics.
To do so, we will present results from electrostatics using vector operations well known in vector calculus and their relationships with Gauss's and Stokes' theorems, which are classical theorems of vector analysis.
Objectives
- Calculate the electric field as a function of a set of charges.
- Define electric flux and how to calculate it.
- Understand how Gauss's law relates the electric flux through a closed surface to the charge enclosed by the surface.
- Use electric potential to obtain the electric field.
Study units
- Electric Field
- Gauss's Law
- Electric Potential
Dedication
- Theoretical study (70%)
- Activity (30%)
Student commitment
- Access
- Study
- Perform the activity
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