CHAPTER 8: Ampere's Law
In Chapter 7, you already learnt how to determine the magnetic field intensity using Biot Savart's Law. In Chapter 8, you will learn about Ampere's law to determine the magnetic field intensity. Ampere's law is a simple way to determine the magnetic field intensity compared with the Biot Savart's law. This is comparable with Gauss's law for electrostatic field. However, Ampere's law is only applicable for symmetrical field behavior.
Part 1: Introduction to Ampere's Law
In Part 1, students will be introduced with the concept of Ampere's law based on the current behavior.
https://youtu.be/Yv4w2e-aeSo
Part 2: Filament and Surface Current
Students will learn the analysis of magnetic field intensity for filament current and surface current.
https://youtu.be/pnw96jYrDCc
Part 3: Magnetic Flux, flux density, and volume current source
In this part, student will be introduced with the magnetic flux line, magnetic flux density, and the analysis of magnetostatics field intensity due to the volume current source.
Around the current source, there are magnetic field. The magnetic flux is actually a line of magnetic line around the source. The magnetic flux density is a measure of how dense the flux line that pass through the area.
https://youtu.be/Ttf-VaM9T40
Part 4: Stokes Theorem and Curl
Part 4 discusses the stokes theorem and curl, which is another method to determine the magnetic field intensity other than using Ampere's law. Stokes theorem solve the field integration along the closed surface that is equivalent to the field integration along the closed line.
https://youtu.be/6UIsjaWGctc
Part 4(b): Stokes Theorem and Curl (Example & Conclusion)
This part discuss an example related to how to solve the magnetostatics problem using stokes theorem and curl. In the end, you will see that the solution using stokes and curl will give the same answer as solving using ampere's law.
https://youtu.be/qKnTkQBobLo
TEACHING VIDEO: Ampere Circuital Law
Ampere's circuital law is a method to find magnetic field intensity where this formula is comparable with Gauss's law for electrostatics. Ampere's law can be used if the field is symmetrical. examples of sources to provide symmetrical field are infinite filament current, infinite surface current and infinite volume current. Ampere's law is much simpler compared to Biot Savart's law.
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