Where does the magnetic component come into play in an LC circuit?

AI Thread Summary
In an LC circuit, the magnetic component plays a crucial role in the oscillation process, where energy is exchanged between the electric field in the capacitor and the magnetic field in the inductor. The discussion highlights the relationship between voltage across the capacitor and the electric field, as well as the current through the inductor and the magnetic field, emphasizing the concept of self-induction. The analogy of mechanical systems, such as pendulums, illustrates how energy transitions between different forms, akin to the oscillation in an LC circuit. Understanding these concepts often requires a solid grasp of the underlying mathematics, which can be challenging to convey online. Further study in electromagnetic waves is recommended for a deeper comprehension of these principles.
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I understand how an LC circuit oscillates and radio waves are a result. I also understand that any light from the electromagnetic spectrum has an electrical and magnetic component. Where does the magnetic component come into play in an LC circuit. Thanks.
 
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An analogy is often discussed: As the voltage across the capacitor increases/decreases, a greater/lesser electric field is formed. As the current through the inductor increases/decreases, a greater/lesser magnetic field is formed.
 
Does this have to do with self induction?
 
That the voltage across an inductor is proportional to di/dt (and no longer bothering to mention flux when solving circuits), that's what people usually mean when they say self-induction. The way E.E. is usually taught, one day they tell you that the "induction" that you learned about before is more specifically called "self-induction", to contrast with a new topic that's being introduced, called "mutual induction."

You asked what the magnetic field has to do with the oscillation -- in the LC circuit the energy is continuously swapped back and forth between two different forms, between being stored in the electric field and being stored in the magnetic field. This is analogous to some mechanical devices, like the pendulum, or a mass bouncing on a spring, where mechanical energy gets swapped back and forth between kinetic energy and potential energy. Inertia keeps the mechanical gadget going when the potential is at its minimum. Inductance is compared with inertia.
 
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I guess I still don't truly understand. But mostly because this isn't a topic that can be taught on the internet easily without understanding the math. I am going to have to take a class on electromagnetic waves strictly so I guess I will just wait for then. Thanks for the info though.
 
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