Magnetizing Force: Relationship to Steel Rod Size

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In summary, the discussion explores the relationship between magnetizing force and the size of steel rods when exposed to a permanent magnet. It is determined that there is no straightforward formula and calculations must take into account the whole magnetic field. The necessary amp-turns per meter for steel and permanent magnet materials are also discussed. A question is raised about the effects of a magnet strong enough to pull protons from water, and it is suggested that it may also affect oxygen atoms. The conversation also touches upon the concept of inductance and its relationship to magnetizing force.
  • #1
samjesse
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Hi

How does magnetizing force of a permanent magnet relate to magnetizing of steal rods of different sizes?

i.e. if I bring a permanent magnet and a piece of steal of the same sizes, put them together, the steal piece becomes magnetized.
what if I bring a much much larger piece of steal for the same size permanent magnet. how much magnetizing force will be in the tip of that big one?

is there a formula which takes size in account?

thx
 
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  • #2
It is complicated and all formulas take size into account. The attractive effect of magnets is not straight forward. At least I don't know any better way to calculate forces than to calculate the whole magnetic field. Maybe you will find some rule of thumb in an engineering book.
 
  • #3
For steel, you probably will need H = ~1000 amp-turns per meter. See

https://www.physicsforums.com/attachment.php?attachmentid=23353&d=1264564310

For permanent magnet materials (e.g., neodymium), see Fig. 2 on page 7 of

http://www.oersted.com/magnetizing.PDF

You will probably need over 800,000 to 3 million amp-turns per meter. The can be done using current pulses.

Bob S

added attachment for magnetizing neodymium magnets. Looks like 3 MA/m (3 million amps per meter) are required.
See
 

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  • #4
A magnet works by adding electrons to the atom to create an unstable molecular structure in a iron molecule witch creates action at a distance. The process of energising the atom in the iron molecule to give an uneven amount of electron, creates fields and poles to keep a stable balance between protons and electron. The magnet attracts more protons to even out the instability.

Saying this, it depends on the excitement of the electrons in the iron molecule witch will affect the energy transferred. but you can only energize a molecule so much until it explodes.
 
  • #5
threadmark said:
A magnet works by adding electrons to the atom to create an unstable molecular structure in a iron molecule witch creates action at a distance. The process of energising the atom in the iron molecule to give an uneven amount of electron, creates fields and poles to keep a stable balance between protons and electron. The magnet attracts more protons to even out the instability.
If I build a magnet that can pull all the protons out of water, will I have only oxygen left?

Bob S
 
  • #6
In an inductance curve of a core where the Magnetizing Force in ampere-turns in the horizontal axis and [tex]A_L{}[/tex]-value = [tex]\mu[/tex] * H/N[tex]^{2}[/tex] in the vertical axis.
What exactly does the value of vertical axis mean?
and what does [tex]A_L{}[/tex]-value stand for?

Many thanks
 
  • #7
If a magnet powerful enough to pull the protons from water, then it would also pull the proton from oxygen not just the hydrogen. Maybe this would cause a breaqkdown of the basic atomic structure of the owygen also?
 

1. How does the size of a steel rod impact its magnetizing force?

The size of a steel rod has a direct relationship with its magnetizing force. Generally, the larger the steel rod, the higher its magnetizing force will be. This is because a larger rod has a larger surface area for the magnetic field to act upon, resulting in a stronger overall force.

2. Is there a limit to how large a steel rod can be for effective magnetization?

Yes, there is a limit to how large a steel rod can be for effective magnetization. This is because the magnetic field strength decreases with distance, so a very large steel rod may not be fully magnetized throughout its entire length. There is also a practical limit in terms of the equipment and resources needed to magnetize a very large steel rod.

3. Can a small steel rod be magnetized to the same strength as a larger one?

No, a small steel rod cannot be magnetized to the same strength as a larger one. As mentioned before, the size of the rod directly affects its magnetizing force. A smaller rod has a smaller surface area for the magnetic field to act upon, resulting in a weaker overall force.

4. How does the shape of a steel rod affect its magnetizing force?

The shape of a steel rod can also impact its magnetizing force. In general, a longer, thinner rod will have a stronger magnetizing force than a shorter, thicker rod of the same volume. This is because a longer, thinner rod has a larger surface area for the magnetic field to act upon, resulting in a stronger overall force.

5. Can the magnetizing force of a steel rod be increased by using a more powerful magnet?

Yes, the magnetizing force of a steel rod can be increased by using a more powerful magnet. The strength of the magnet used in the magnetization process directly affects the resulting magnetization of the steel rod. However, there is also a limit to how much the magnetizing force can be increased, as the steel rod can only hold a certain amount of magnetic flux before reaching saturation.

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