electricpete
Electrical
- May 4, 2001
- 16,774
I am thinking of trying to build a quick/cheap demo regarding some aspects of interaction of current and magnetic field. I'd like to demonstrate two aspects:
First aspect: a current in an external magnetic field experiences a force.
Second aspect: if we place a permeable shield or slot around the current carrying conductor, the force now occurs on the shield or slot.
The first one is easy to demo: Something similar to this
or this
would show that part.
Now the second aspect is tougher.
The easiest way is to repeat the first experiment with the shield in-place and show no movement of the conductor occurs.
But that's not really showing the force acting on the shield. To take it a step further I’m thinking it would be great to somehow measure the force on the shield, but I have no idea how to do that. Two challenges that I see right off the bat:
A – I’ll be dealing with a pretty small force I suspect unless I can create a large dc current and large field
B – I’ll need to restrain my shield against moving towards parallel to the field towards either magnet surface which will make it tough to measure force or observe movement perpendicular to the field.
My questions for starters:
1 – What would be the best magnet? I assume rare earth magnets (neodymium iron boron ).
2 – Is there any walk-in retailer where you can buy permanent magnets (I’ve seen a lot of the internet but I’m interested to buy some locally if I can). I asked at Radio Shack and the salesman looked at me like I was from outer space.
3 – I’m somewhat familiar with how to calculate the flux resulting from an electromagnet using the magnetic equivalent of ohm’s law: Phi = NI / Reluctance. I’m somewhat at a loss of how to calculate the flux associated with a given permanent magnet configuration. Can anyone shed light on that? For example if I have two rare earth magnets 1”X2”X0.5” separated by 0.5”, what is the flux density between them (under simplifying assumption of uniform field and no leakage). Would there be a tremendous boost in the flux density between the magnets if I built a permeable steel C-core connecting the back-sides of those magnets?
4 – Any other thoughts on ways to demonstrate the principle that the force on a conductor inside of a slot/shield acts on the slot/shield, not the conductor?
=====================================
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First aspect: a current in an external magnetic field experiences a force.
Second aspect: if we place a permeable shield or slot around the current carrying conductor, the force now occurs on the shield or slot.
The first one is easy to demo: Something similar to this
or this
would show that part.
Now the second aspect is tougher.
The easiest way is to repeat the first experiment with the shield in-place and show no movement of the conductor occurs.
But that's not really showing the force acting on the shield. To take it a step further I’m thinking it would be great to somehow measure the force on the shield, but I have no idea how to do that. Two challenges that I see right off the bat:
A – I’ll be dealing with a pretty small force I suspect unless I can create a large dc current and large field
B – I’ll need to restrain my shield against moving towards parallel to the field towards either magnet surface which will make it tough to measure force or observe movement perpendicular to the field.
My questions for starters:
1 – What would be the best magnet? I assume rare earth magnets (neodymium iron boron ).
2 – Is there any walk-in retailer where you can buy permanent magnets (I’ve seen a lot of the internet but I’m interested to buy some locally if I can). I asked at Radio Shack and the salesman looked at me like I was from outer space.
3 – I’m somewhat familiar with how to calculate the flux resulting from an electromagnet using the magnetic equivalent of ohm’s law: Phi = NI / Reluctance. I’m somewhat at a loss of how to calculate the flux associated with a given permanent magnet configuration. Can anyone shed light on that? For example if I have two rare earth magnets 1”X2”X0.5” separated by 0.5”, what is the flux density between them (under simplifying assumption of uniform field and no leakage). Would there be a tremendous boost in the flux density between the magnets if I built a permeable steel C-core connecting the back-sides of those magnets?
4 – Any other thoughts on ways to demonstrate the principle that the force on a conductor inside of a slot/shield acts on the slot/shield, not the conductor?
=====================================
Eng-tips forums: The best place on the web for engineering discussions.