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What is a magnetics field?

Updated: 8/25/2021
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6y ago

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Whatever it is that enables a magnet to push another magnet without ever touching it, is called the "magnetic field". It is an invisible attribute of a magnet that surrounds the magnet and exerts forces on other magnets and some non magnets, like iron.

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Margaretta Rath

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2y ago
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Anya Mayer

Lvl 10
2y ago

A magnetic field is a field created as a result of some type of uniform motions of charges. Take the electron, the basic "moving charge" we know so well. When an electron moves (or when any charge particle moves), it generates a magnetic field around its path of travel. Every time. All the time. It cannot be helped. And when electrons move in a conductor, and the conductor is wound around a ferromagnetic core, we create an electromagnetic. (The charges move in only one direction through the coil of an electromagnet.) In a permanent magnet, the ferromagnetic material is formed, and then heated and cooled, the heating and cooling done in the presence of a fixed magnetic field. That field will align magnetic domains (at the atomic level) in the wannabe magnets, and that alignment will be greatly facilitated by heating. By maintaining the static magnetic through the cooling cycle, the magnetic domains that were aligned will then have been "trapped" in position by the cooling.

Electric fields (electrostatic fields) can exist by themselves. Magnetic fields exist solely - repeating that - solelybecause they've been created by some sort of uniform motion of charges. One of the four fundamental forces of the universe is the electromagnetic force. Not the electric force. Not the magnetic force. The electromagnetic force. The two forces are linked in the most profound and fundamental way.

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A magnet produces a vector field, the magnetic field, at all points in the space around it. It can be defined by measuring the force the field exerts on a moving charged particle, such as an electron. The force (F) is equal to the charge (q) times the speed of the particle times the magnitude of the field (B), or F = q*v x B, where the direction of F is at right angles to both v and B as a result of the cross product. This defines the magnetic field's strength and direction at any point.

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A magnetic field is the area surrounding a magnet in which the effects of that magnet may be observed.

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12y ago

A magnetic field is a field created as a result of some type of uniform motions of charges. Take the electron, the basic "moving charge" we know so well. When an electron moves (or when any charge particle moves), it generates a magnetic field around its path of travel. Every time. All the time. It cannot be helped. And when electrons move in a conductor, and the conductor is wound around a ferromagnetic core, we create an electromagnetic. (The charges move in only one direction through the coil of an electromagnet.) In a permanent magnet, the ferromagnetic material is formed, and then heated and cooled, the heating and cooling done in the presence of a fixed magnetic field. That field will align magnetic domains (at the atomic level) in the wannabe magnets, and that alignment will be greatly facilitated by heating. By maintaining the static magnetic through the cooling cycle, the magnetic domains that were aligned will then have been "trapped" in position by the cooling.

Electric fields (electrostatic fields) can exist by themselves. Magnetic fields exist solely - repeating that - solelybecause they've been created by some sort of uniform motion of charges. One of the four fundamental forces of the universe is the electromagnetic force. Not the electric force. Not the magnetic force. The electromagnetic force. The two forces are linked in the most profound and fundamental way.

Answer:

A magnet produces a vector field, the magnetic field, at all points in the space around it. It can be defined by measuring the force the field exerts on a moving charged particle, such as an electron. The force (F) is equal to the charge (q) times the speed of the particle times the magnitude of the field (B), or F = q*v x B, where the direction of F is at right angles to both v and B as a result of the cross product. This defines the magnetic field's strength and direction at any point.

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A magnetic field is the area surrounding a magnet in which the effects of that magnet may be observed.

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