doesn't count as an attempt at solution !Eitan Levy said:However I have no idea
I think I understand. Assuming I am allowed to look at the charges as if they are very small, I can look at one end of the pole and say that E=KQ/R^2, and then I can get Q.BvU said:Hello again,
As you should know by now,
doesn't count as an attempt at solution !
Assuming the pole is a conductor, what is the electric field inside ?
K=9*109BvU said:What K would you use ?
It does give the correct answer according to the book. What would you use?BvU said:That's for vacuum.
There's no aguing that, is there? My idea was that electric field inside a conductor has to be zero (or else the charge carriers move). Appears to boil down to the same answer.Eitan Levy said:It does give the correct answer according to the book. What would you use
Can you explain how?BvU said:There's no aguing that, is there? My idea was that electric field inside a conductor has to be zero (or else the charge carriers move). Appears to boil down to the same answer.
Faraday's law, also known as Faraday's induction law, states that a changing magnetic field can induce an electric current in a closed circuit. This law is directly related to charges being pushed to the ends of a pole because as the magnetic field changes, the charges at the ends of the pole experience a force that causes them to move.
The strength of the magnetic field directly affects the amount of force that is exerted on the charges at the ends of a pole. A stronger magnetic field will result in a greater force on the charges, causing them to move further away from the pole.
Faraday's law can be applied to any type of pole, as long as there is a changing magnetic field present. This includes both permanent poles, such as those found in magnets, as well as temporary poles, such as those created by an electric current.
Faraday's law has many practical applications, including generators, transformers, and motors. These devices use the principle of a changing magnetic field inducing an electric current to generate electricity or convert it from one form to another.
Faraday's law has certain limitations, such as only being applicable to closed circuits and not being able to predict the direction of the induced current. Additionally, it only applies to a changing magnetic field and not a static one.