How Does the Right-Hand Rule Determine the Direction of Magnetic Force?

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If the velocity of the particle is perpendicular to the field, it will feel the maximum force.Suppose I use the direction of my hand to be velocity, the curling of my fingers to be the magnetic field, and my thumb to be the magnetic force. 1.) Then, if a positive object is moving North, and the magnetic field is NE, where is the resultant force?2.) How about the Earth's magnetic field? If the velocity is South, where is the force? The bigger question: where is the magnetic field? Is it from the South pole to the North pole?In summary, according to the Lorenz Force right hand rule, the direction of velocity of a positive charge is represented by the thumb, the direction
  • #1
dekoi
Suppose I use the direction of my hand to be velocity, the curling of my fingers to be the magnetic field, and my thumb to be the magnetic force.

1.) Then, if a positive object is moving North, and the magnetic field is NE, where is the resultant force?

2.) How about the Earth's magnetic field? If the velocity is South, where is the force? The bigger question: where is the magnetic field? Is it from the South pole to the North pole?
 
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  • #2
dekoi said:
Suppose I use the direction of my hand to be velocity, the curling of my fingers to be the magnetic field, and my thumb to be the magnetic force.
1.) Then, if a positive object is moving North, and the magnetic field is NE, where is the resultant force?
2.) How about the Earth's magnetic field? If the velocity is South, where is the force? The bigger question: where is the magnetic field? Is it from the South pole to the North pole?
Whoa, Whoa Whoa!
For the "Lorenz FOrce" right hand rule, do not curl your fingers.
Your thumb is the direction of velocity of the positive charge,
your index finger is the direction of the magnetic field,
your palm points in the direction of the force.

Your thumb can be at any angle from perpendicular with your finger, to almost parallel with your finger and the rule still works; the force will be greatest when B and v are perpendicular though.

2) In Canada, the magnetic field is actually pointing nearly straight into the ground at an angle of about 70 degrees. The horizontal componant is pointing toward the north geographic pole.(THis of course means that the magnetic polarity of the geographic north pole is "south")
 
  • #3
By "curling fingers" i meant pointing your fingers (or your index finger) toward a specified direction.

thanks.
Regarding the second answer: So Earth's magnetic field is... north? I don't quite understand. If i had a velocity which is northwards, where is my force?
 
  • #4
Compasses allign themselves with teh magnetic field that they are in. So if a compass needle points north, then the magnetic field lines point north.

When moving in the same direction as a magnetic field line, a charged particle will feel no force.
 

FAQ: How Does the Right-Hand Rule Determine the Direction of Magnetic Force?

What is the Right-Hand Rule and how is it used in magnetism?

The Right-Hand Rule is a method used to determine the direction of a magnetic field or the direction of the force on a charged particle moving through a magnetic field. To use the rule, point your right thumb in the direction of the particle's velocity, your fingers in the direction of the magnetic field, and your palm will face the direction of the force.

Why is the Right-Hand Rule important in understanding magnetism?

The Right-Hand Rule is important because it allows us to visualize and predict the direction of magnetic fields and forces, which are fundamental to understanding many physical phenomena such as electricity, motors, and generators.

Can the Right-Hand Rule be applied to all types of magnets?

Yes, the Right-Hand Rule can be applied to all types of magnets, including permanent magnets and electromagnets. It can also be used for both static and moving charges in a magnetic field.

What are some real-world applications of the Right-Hand Rule?

The Right-Hand Rule is used in many real-world applications, such as designing motors and generators, determining the direction of magnetic fields in MRI machines, and predicting the path of charged particles in particle accelerators.

Are there any limitations or exceptions to the Right-Hand Rule?

While the Right-Hand Rule is a useful tool, it does have some limitations and exceptions. It only works for straight wires or flat surfaces and cannot predict the exact magnitude of forces. It also does not work for some non-planar or complex magnetic fields. Additionally, the rule may not apply in certain situations involving relativistic effects or non-uniform magnetic fields.

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