In physics, particularly in the discipline of electromagnetism, self-inductance is a concept that describes the opposition of a coil (or an inductor) to changes in current passing through it. This opposition stems from the magnetic field, or flux, produced by the coil. The self-inductance depends on the number of turns in the coil, the magnetic flux through the coil, and the current flowing in it.
Please provide a rating, it takes seconds and helps us to keep this resource free for all to use
The formula to calculate self-inductance (L) using the magnetic flux (Φ) is as follows:
The concept of magnetic flux and its relationship with self-inductance was refined over time by various scientists. Joseph Henry and Michael Faraday, independently, are accredited for their discoveries in magnetic flux and inductance in the 19th century.
The principle of self-inductance using magnetic flux is used in various electronic components like inductors and transformers. For example, transformers used in power lines work on the principle of self-inductance, where they help in stepping up or stepping down the voltage levels.
Michael Faraday and Joseph Henry were key individuals in this discipline. Faraday's discovery of electromagnetic induction in 1831, and Henry's discovery of self-inductance independently, were critical in the evolution of electromagnetic theory. Their contributions laid the foundation for various real-world applications including electric motors and transformers.
Self-inductance using magnetic flux is a fundamental concept in the field of electromagnetism and forms the basis for many electrical devices. Its understanding allows for the design and manipulation of electrical circuits, essential in our technologically advanced world.
You may also find the following Physics calculators useful.