Interaction Between Magnetic and Electric Field Lines

AI Thread Summary
The discussion centers on the interaction between electric and magnetic fields, particularly in static and dynamic situations. In static conditions, such as holding a magnet near a charged electrode, electric and magnetic fields do not interact, as they are governed by electrostatics and magnetostatics, respectively. However, when there is relative motion or changes in the fields, their interaction is described by electromagnetic principles, including Maxwell's equations. The conversation also touches on the complexities introduced when considering scenarios like a solenoid near a charged plane, raising questions about energy flow in static fields. Overall, the interaction between electric and magnetic fields is nuanced and depends on the relative motion and changes in the fields.
Drakkith
Mentor
Messages
23,175
Reaction score
7,625
Hey all. I was wondering what the interaction between Electric and Magnetic field lines are. For example, when you hold up a magnet against a charged electrode. I tried searching in google, but everything just turned up one or the other or how a moving charge makes a magnetic field and etc.
 
Physics news on Phys.org
It's all about relative motion. If the electric field (or charged particles) and the magnetic field are not moving relative to one another then their interaction is governed by the rules of Electrostatics. If there is relative motion then their interaction is governed by what used to be known as Electrodynamics, now commonly referred to as Electro-Magnetism in acknowledgment of the intimate connection between electricity and magnetism.

Einstein's original paper "Zur Elektrodynamik bewegter Körper" ("On the Electrodynamics of Moving Bodies") is what became known as the Special Theory of Relativity.
 
I don't really know what you mean by that. Are you saying that a static magnetic and electric field act just like two electric fields?
 
In a static situation (like holding a magnet near a charge) there is no interaction.

Electro-statics and Magneto-statics are completely independent from each other.
The electric field is completely determined by the static distribution of charge (Gauss's law).
And the magnetic field is completely determined by static current (Ampère's circuital law).

However, when the electric field changes or the magnetic field changes, they start to interact (Maxwell's extension to Ampère's circuital law and Faraday's law).

So if you wave your magnet near an electric charge, things become more complicated.
(Like waving a magic wand! :wink:)
 
What exactly do you mean by no interaction? The magnet wouldn't repel or attract the electrode?
Do you happen to know where a diagram of the field lines for both the electric field and magnetic field in the same picture is?
 
Drakkith said:
What exactly do you mean by no interaction? The magnet wouldn't repel or attract the electrode?

Yes, that is what I mean.

Drakkith said:
Do you happen to know where a diagram of the field lines for both the electric field and magnetic field in the same picture is?

The only diagrams I'm familiar with that show both fields, is where it is explained how light works.
Like this one:
http://spot.pcc.edu/~aodman/physics%20122/light-electro-pictures/electromag-wavelength.jpg
 
Last edited by a moderator:
I like Serena said:
Yes, that is what I mean.

Thanks!
 
I think what the OP is getting at is what if you have a solenoid, and place an infinite charged plane parallel to the solenoidal axis? Then isn't there a nonzero Poynting Flux (ExB)? But how can this be if the fields are static?
 
RedX said:
I think what the OP is getting at is what if you have a solenoid, and place an infinite charged plane parallel to the solenoidal axis? Then isn't there a nonzero Poynting Flux (ExB)? But how can this be if the fields are static?

Yeah, that's a good example. I don't know about the infinite plane though. How would a realistic electrode, like about the size of the solenoid, react?
 
  • #10
Drakkith said:
Yeah, that's a good example. I don't know about the infinite plane though. How would a realistic electrode, like about the size of the solenoid, react?

I don't know the answer to this. Here's a http://www.sheromov.com/files/Poynt.pdf" that has the paragraph:

"At carefully examination of Maxwell’s equations and sequence of their conclusion (for example, [1]) it is visible, that these equations describe only variables electric and magnetic fields which cause each other. Nevertheless, many authors (even in textbooks on the physics for high schools) try to apply them and, in particular, Poynting’s vector to stationary fields. It leads to absurdity. For example, flowing of energy of a field from an environment to a conductor with a direct current, or existence of some stream of energy about located close each other a constant magnet and the charged condenser."

and the last part about a stream of energy located close to a constant magnet and charged condenser is what I thought you were asking.

I do know that it is true that the energy of a field flows into the conductor of direct current. Surrounding a wire are B-field circles, and inside the wire are E-fields, so ExB suggests that energy is flowing into the wire. That makes sense because the wire is guiding electromagnetic waves into the resistor, thereby heating it up. But having a constant magnet and charged condenser confuses me. If you orient them so that E and B are perpendicular, then there should be an energy flow? Are they interacting somehow to give an energy flow?
 
Last edited by a moderator:
  • Like
Likes joobeng
  • #11
Hrmmm...interesting...
 
Back
Top