Ampere’s Law
According to Ampere’s law, the magnetic field line integral around a closed path is equal to the product of the magnetic permeability of that space and the total current through the area bounded by that path.
Ampere’s Law
Mathematically we can express it as:
∮ Bdl = μ0I
Maxwell’s Equation
Maxwell’s equations are like the instruction manual for how electricity and magnetism work. They were created by a smart scientist named James Clerk Maxwell in the 1800s. Since these equations help us understand everything from how lights work to how our gadgets and technology function, they are extremely significant. In this article, we’ll see Maxwell’s Equations in detail, in which there are four equations that forms the description of the topic.
Table of Content
- Maxwell’s Equations
- Gauss’s Law
- Maxwell First Equation
- Gauss’s Law for Magnetism
- Maxwell’s Second Equation
- Faraday’s Laws of Electromagnetic Induction
- Maxwell’s Third Equation
- Ampere’s Law
- Maxwell’s Fourth Equation