Force due to magnet and current carrying wire

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SUMMARY

The discussion centers on the relationship between current-carrying wires and magnetic fields, specifically how increasing the number of turns in a coil and inserting a soft iron rod can enhance the force experienced by the wire. It is established that the force on a conductor in a magnetic field is proportional to both the current and the magnetic field strength. Increasing the number of turns in the coil effectively increases the current and the magnetic field contribution, leading to a stronger force. Additionally, placing a soft iron rod within the coil concentrates the magnetic field lines, further amplifying the force exerted on the wire.

PREREQUISITES
  • Understanding of Fleming's Left Hand Rule
  • Basic principles of electromagnetism
  • Knowledge of magnetic field strength and current relationships
  • Familiarity with the concept of magnetic flux and its conductors
NEXT STEPS
  • Study the principles of electromagnetic induction using Faraday's Law
  • Explore the design and function of electric motors and their components
  • Learn about the properties of magnetic materials, particularly soft iron
  • Investigate the effects of coil turns on magnetic field strength and force
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Students preparing for GCE O Levels, physics enthusiasts, and individuals interested in the fundamentals of electromagnetism and electric motor design.

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When a current carrying wire is placed into a magnetic field there will be a force. Using Fleming's Left Hand rule. They also said that by increasing the number of turns of the coil will increase the force. But how does this increase the force?

Also, by placing a soft iron rod inside the coil will also increase the force. But how does it increase the force? I know that the magnetic field lines will be concentrated but I'm unsure how it increases the force.

My level of education is secondary 4 and sitting for the GCE O levels
Thanks for the help!
 
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how does [increasing the number of turns] increase the force?
If I read you correctly - by increasing the amount of current within the field.

You can build these as motors and see it happen.
 
When you have a conductor in a magnetic field, the force is proportional to the current and magnetic field, right? So, if you increase the current the force increases...when you say that "increasing the number of turns of the coil will increase the force" you are effectively increasing the current...this would be equivalent to not increasing the number of turns and simply increasing the current...by the way, when you talk about a current carrying conductor in a field is one thing where you assume that the "return" current is far away outside the magnetic field...so, just be careful when you imagine that "coil" you are talking about...if you imagine the entire coil inside the magnetic field, then, the force on one side of the coil opposes the one from the other side and you got zero net force.
 
gsal said:
where you assume that the "return" current is far away outside the magnetic field...so, just be careful when you imagine that "coil" you are talking about...if you imagine the entire coil inside the magnetic field, then, the force on one side of the coil opposes the one from the other side and you got zero net force.
... through the center of mass. However, you can still get movement. In the simple motor, both coils are inside the field. The force is opposite for opposite currents creating a couple.

If you increase the number of turns you increase the couple.

Though in a really simple motor, you are essentially correct - you use one pole close and arrange to run a current for half each rotation and rely on the far side of the coil being far from the pole.

I would imagine that a long coil as in an inductor would not jump when between the poles of a magnet. That was the first picture I had reading the question then thought: "hang on..."
 
Because basically this kind of interaction is the about magnetic field caused by currents. every turn is contributing to certain amount of magnetic field, so more turns means more contribution and therefore stronger force.
 
Oh ok I get it. Thanks you guys, but for the second one, how does it work?
 
Before getting too deep into magnetics (there are several other threads that do), basically, the second one works in a similar way as the first one...in the first case, you increased the current; on the second, you "increase" the magnetic field...or at least the concentration of the magnetic field in the neighborhood of interest (near the conductor). Iron is a "better conductor" of magnetic flux than air.
 

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