Can Conducting Current Through a Bar Magnet Cause Movement?

In summary: I finish my coffee.OK, not so obvious to me now. Let's say the battery, magnet, and wires area all glued to a platform so none of that stuff moves, and it's floating in space. There is a Lorentz force at the magnet, but that B-field wraps around and goes through the battery and the rest. It's stronger at the magnet, so if you integrate around the current loop I think you get a net force.
  • #1
StoyanNikolov
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Following the Picture below,
If I Conduct current through Permanent magnet Bar and hold the battery still. Will the magnet move in any direction ? Thank you.
ASGi0.jpg
 
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  • #2
How are you intending to connect the battery to the flat magnet? Where do the wires make conductive contact to the magnet? (top/bottom, side-to-side?)

And I'll assume that you have a current limiting resistor in series with that connection. What are you hoping the magnet does?
 
  • #3
There is connection . Two opposite sides . Opposite sideways. Just they are not very visible on the picture.
 
  • #4
Are you expecting the battery to influence the magnet. A battery will produce a field if a current if flowing through it but in your 'circuit' nothing is happening afaics. Draw a circuit.
 
  • #5
StoyanNikolov said:
There is connection . Two opposite sides . Opposite sideways. Just they are not very visible on the picture.
Oh, I think I see the "wires" now. It's pretty confusing, so let me try to introduce a coordinate system. Let ##W## be the width of the flat magnet and ##T## be the vertical thickness. The ##(x,y,z)## axes point right, back and up.

So your Positive wire connects at ##(0,0,T)## and your Negative wire connects at ##(W,\frac{W}{2},\frac{T}{2})##. Does that sound right?

The current flowing through the flat magnet will experience a vertical magnetic field that will cause a slight horizontal deflection of that current via the Lorentz Force: ##F = q\vec v \times \vec B##, so there will be a slight movement of the free bar magnet in the opposite direction. But the movement only happens when you start or stop the current, much like if you are standing in a canoe and take a step one way and stop, the canoe moves the other way and stops. The center of mass of you + the canoe stays in the same place, by Conservation of Momentum of an isolated system.

EDIT/ADD: https://en.wikipedia.org/wiki/Hall_effect
 
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  • #6
Faraday Paradox Linear Motion.jpg

Thank you . I've made some changes. Both ends of the Conductor are connected to the center of each opposite side.
Will the magnet experience motion in any direction, considering large enough current passing through? The conductor is is flexible.
Thank you.
 
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  • #7
StoyanNikolov said:
Will the magnet experience motion in any direction, considering large enough current passing through? The conductor is is flexible.
Yes, the magnetic field of the wires will exert a force on the magnet. The same thing happens if you just have a wire instead of a bar magnet as the field from each part of the wire exerts a force on each other part.
 
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  • #8
berkeman said:
The current flowing through the flat magnet will experience a vertical magnetic field that will cause a slight horizontal deflection of that current via the Lorentz Force: F=qv→×B→, so there will be a slight movement of the free bar magnet in the opposite direction. But the movement only happens when you start or stop the current
Why wouldn't it keep moving? I'm having a hard time seeing what the restoring force is that establishes an equilibrium position.
 
  • #9
DaveE said:
Why wouldn't it keep moving?
Conservation of Momentum probably. I think there would be a counter-force from the bunching of the current once that offset forms, but I'd have to think more about it...
 
  • #10
berkeman said:
Conservation of Momentum probably. I think there would be a counter-force from the bunching of the current once that offset forms, but I'd have to think more about it...
On a large scale, I don't see how it's different that a battery powered toy car, but with a linear motor instead of a rotary motor. Momentum isn't conserved when you are discharging energy in a battery to apply force.

It reminds me of a rail gun, although this one is all about the PM B-field, not the induced one.
 
  • #11
The OP's previous threads were about "Reactionless Drives", so I'm guessing that they are asking whether there is a net movement of the CoM in space, not on the surface of the Earth where you have things to push against and this is not an isolated system...
 
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  • #12
berkeman said:
The OP's previous threads were about "Reactionless Drives", so I'm guessing that they are asking whether there is a net movement of the CoM in space, not on the surface of the Earth where you have things to push against and this is not an isolated system...
OK, not so obvious to me now. Let's say the battery, magnet, and wires area all glued to a platform so none of that stuff moves, and it's floating in space. There is a Lorentz force at the magnet, but that B-field wraps around and goes through the battery and the rest. It's stronger at the magnet, so if you integrate around the current loop I think you get a net force.
 
  • #13
Now don't you be posting about Reactionless Drives... :wink:
 
  • #14
berkeman said:
Now don't you be posting about Reactionless Drives... :wink:
Yea, I get it. I'm focused too much on the electrons here. There are also protons present...

This is one of those things that makes me realize I knew a lot more about physics 40 years ago than I do now, and even worse, I'm worse at learning it now. It can't work, because of Newtons' 3rd law. But I do need to think about it some more.
 
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  • #15
If you put a wire in a magnetic field it feels a force, and presumably there's a reaction on the magnet, from the interaction between the wire's magnetic field and the magnet's. If you taped the wire to the magnet, then, presumably nothing would happen (neglecting any momentum carried away by radiation when you turn on the current). Is the circuit described above materially different from a wire taped to a magnet?
 
  • #16
Oh dear.

(1) If I have a current external to a magnetic field, the force on the current is equal and opposite to the force on the magnet.

(2) If I attach the current to the magnet, there is no net force. If I have the current flow through the magnet, that's just a way of attaching them.

(3) "The OP's previous threads were about "Reactionless Drives"" Then why are we wasting everybody's time on this nonsense?
 
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  • #17
With that good summary post by V50, the thread will remain closed. Thanks folks.
 

1. Can conducting current through a bar magnet cause the magnet to move?

Yes, conducting current through a bar magnet can cause the magnet to move. This is known as the Lorentz force, which is the force exerted on a charged particle moving through a magnetic field. The direction of the force depends on the direction of the current and the orientation of the magnet.

2. How does the movement of the bar magnet occur when current is conducted through it?

The movement of the bar magnet occurs due to the interaction between the magnetic field created by the current and the magnetic field of the bar magnet. This interaction creates a force that causes the magnet to move in a specific direction.

3. Is there a limit to how much current can be conducted through a bar magnet?

Yes, there is a limit to how much current can be conducted through a bar magnet. This limit is determined by the strength of the magnetic field of the bar magnet and the material it is made of. Exceeding this limit can cause the magnet to become demagnetized.

4. Can the direction of the current affect the movement of the bar magnet?

Yes, the direction of the current can affect the movement of the bar magnet. The direction of the current determines the direction of the Lorentz force, which in turn determines the direction of the magnet's movement. Reversing the direction of the current will also reverse the direction of the magnet's movement.

5. Are there any practical applications of conducting current through a bar magnet to cause movement?

Yes, there are several practical applications of conducting current through a bar magnet to cause movement. Some examples include electric motors, generators, and speakers. These devices utilize the Lorentz force to convert electrical energy into mechanical energy and vice versa.

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