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compare field pattern with magnetic field around a bar magnet
?
Most Upvoted Answer
compare field pattern with magnetic field around a bar magnet Related:...
The poles of the 
bar magnet
 are fixed whereas for a 
solenoid
 the poles can be altered. The strength of the 
magnetic field
 of a 
bar magnet
 is fixed ie, unaltered whereas the strength of the 
magnetic field
 of a 
solenoid
 depends on the electric current that is passed through it.
Community Answer
compare field pattern with magnetic field around a bar magnet Related:...
Comparison of Field Patterns
The magnetic field around a bar magnet and the magnetic field due to a current in a circular loop exhibit distinct patterns but share fundamental similarities.
Magnetic Field Around a Bar Magnet
- The magnetic field lines are closed loops.
- They emerge from the north pole and enter the south pole.
- The density of lines indicates the strength of the field; closer lines mean a stronger field.
- Outside the magnet, the lines spread out and curve back to complete the loop inside.
Magnetic Field Due to a Current Through a Circular Loop
- The magnetic field lines form concentric circles around the loop.
- Inside the loop, the field lines are straight and parallel, indicating a uniform field.
- The direction of the magnetic field can be determined using the right-hand rule.
- The field strength is strongest at the center of the loop and decreases with distance from it.
Key Similarities
- Both fields are generated by the motion of charges.
- The magnetic field lines are invisible but can be visualized using iron filings or a magnetic compass.
- Both patterns exhibit similar behaviors, such as repulsion and attraction, based on the orientation of the poles or current direction.
Conclusion
Understanding the magnetic field patterns of a bar magnet and a circular loop helps in grasping the fundamental concepts of magnetism and electromagnetic theory, which are crucial in physics.
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compare field pattern with magnetic field around a bar magnet Related: Magnetic Field due to a Current through a Circular Loop?
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