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Q.
In a uniform magnetic field, the field lines are ____
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Detailed Solution
Concept- In a uniform magnetic field, the field lines are parallel equidistant straight lines. We shall examine the magnetic field to try to provide an answer. We'll speak about magnetic field lines. We'll examine magnetic fields that are both uniform and non-uniform, along with the related magnetic field lines.
We'll first clarify a few basic ideas, such as what a magnetic field is and what magnetic field lines are.
The distribution of magnetic force both inside and outside of a magnetic object is represented by a magnetic field. Most of us are aware of and familiar with the forces that may exist between common magnetic items. We are aware that magnets have two poles and may either attract or repel other magnets when their poles are in opposition to one another (similar poles) . We are aware that this takes place in the area that surrounds a magnet.
Mathematically speaking, the magnetic field is a vector field. This vector field can be shown directly as a collection of several vectors on a grid. Each vector points in the same general direction as a compass and has a length that is proportionate to the strength of the magnetic field.
Another term for the data contained in a vector field is field lines. Here, instead of using a grid pattern, we link the vectors with slick lines. We can draw as many boundaries as we like.
Now, we'll talk about magnetic field lines and uniform and non-uniform magnetic fields, respectively:
The magnetic field is referred to as uniform if the magnetic induction is the same strength and direction across the immediate area. It is difficult for a single stable magnet to produce a uniform magnetic field when the magnetic field lines extend uniformly from the North to the South Pole of a magnet.
If the magnetic induction varies throughout a region in strength and direction, the magnetic field is said to be non-uniform. A non-uniform magnetic field is produced by a bar magnet. A magnetic field is considered to be non-uniform if distinct sites within it exhibit magnetic strengths that differ from one another. Convergent, divergent, the majority of magnets, magnetic fields, and so on are examples of non-uniform magnetic fields.
Starlight lines in a homogeneous magnetic field are straight, whereas curving lines in a non-uniform magnetic field are. Lines with uniform magnetic fields are parallel to each other but those of non-uniform magnetic fields are not.
After much debate, we can finally state that a uniform magnetic field's magnetic field lines move in a straight line with equal amplitude and are parallel to one another.
Hence, the answer is parallel equidistant straight lines.
We'll first clarify a few basic ideas, such as what a magnetic field is and what magnetic field lines are.
The distribution of magnetic force both inside and outside of a magnetic object is represented by a magnetic field. Most of us are aware of and familiar with the forces that may exist between common magnetic items. We are aware that magnets have two poles and may either attract or repel other magnets when their poles are in opposition to one another (similar poles) . We are aware that this takes place in the area that surrounds a magnet.
Mathematically speaking, the magnetic field is a vector field. This vector field can be shown directly as a collection of several vectors on a grid. Each vector points in the same general direction as a compass and has a length that is proportionate to the strength of the magnetic field.
The magnetic field is referred to as uniform if the magnetic induction is the same strength and direction across the immediate area. It is difficult for a single stable magnet to produce a uniform magnetic field when the magnetic field lines extend uniformly from the North to the South Pole of a magnet.
After much debate, we can finally state that a uniform magnetic field's magnetic field lines move in a straight line with equal amplitude and are parallel to one another.
Hence, the answer is parallel equidistant straight lines.
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