Tesla magnetic field holding force and horsepower to remove magnet

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Discussion Overview

The discussion revolves around calculating the force required to remove a magnet from a metal surface, specifically focusing on the influence of various factors such as the strength of the magnet, the angle of pull, the size of the surfaces, and the type of metal involved. Participants explore the theoretical and practical aspects of this problem, including the need for correct units and mathematical understanding.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested
  • Mathematical reasoning

Main Points Raised

  • One participant, Morten, seeks an equation to determine the horsepower needed to remove a magnet with a strength of 1 tesla from a metal surface, acknowledging that factors like angle and distance are relevant.
  • Another participant points out that the units used by Morten are incorrect, noting that a tesla is a unit of magnetic flux density, not force, and that horsepower is a measure of energy per unit time.
  • Morten clarifies that he is interested in calculating the force required to pull a magnet away from a refrigerator, reiterating the importance of factors like surface size and metal type.
  • One participant suggests that while basic formulas exist, they are complex and require knowledge of specific parameters that may not be easily obtainable, recommending experimental measurement instead.
  • Another participant expresses skepticism about Morten's ability to use the equations due to a lack of formal education in calculus, which is often necessary for understanding the relevant mathematical concepts.
  • Morten acknowledges his limited mathematical background but expresses some understanding of advanced concepts like Gauss's law, despite concerns about language barriers affecting his comprehension.
  • There is a challenge regarding the necessity of understanding calculus and related mathematical principles to effectively use the equations associated with magnetism.

Areas of Agreement / Disagreement

Participants generally agree on the complexity of the equations involved and the importance of correct units. However, there is disagreement on Morten's ability to utilize these equations without a formal background in calculus, and the discussion remains unresolved regarding the best approach to calculate the force needed to remove the magnet.

Contextual Notes

The discussion highlights limitations in Morten's understanding of the necessary mathematical concepts and the specific parameters required for accurate calculations, which are not clearly defined or accessible in the current context.

Ankhen
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Hi. Is it posible to make an equation to solve this:
How many horsepower does it takes to remove a magnet with the force of 1 tesla, from a piece of metal. ?

The surface of the magnet and the surface of metal is the same size.

I gues the angel of witch the magnet is being pulled affects the equation, and also the distance between the magnet and the surface of the metal, if there not touch each other
There must be and equation for this, but I can't solve it. Anyone?
Regards Morten
 
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Your units are wrong and that obscures your question. A tesla is a unit of magnetic flux density, not a force. Horsepower is energy per unit time, not a force. Ask again with correct units.

Also remember that all metals are not equal.
 
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Hi anorlunda. Then maybe you could help me out
I know the units are wrong. Thats why I have problems with it.
What I am asking is: How do I calculate the force I am using to pull a magnet down/away from the
refrigerator

I'll ask in another way.
How much force does it takes to remove a magnet with the strength X, from a metal surface.
And again the angel, surface-size, sort of metal and distance between magnet and metal must have influence
Regards Morten
 
The basic formulas can be found on Wikipedia here. But be warned, the equations are difficult to understand and to use. More important, to use them you need to know important parameters such as the flux density of the magnet and the metallic alloy composition of your refrigerator. Since you probably have no way to know those parameters, you can't apply the formulas.

I suggest that instead of calculating the force for your refrigerator magnet, that you try to measure it experimentally.
 
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Hi again
Im trying to find a equation not just the answer to me examble above
it seems like you know a thing or two about this topic. Is it possible to find you on facebook, so we can write together in real time instead of waithing for answers all the time ?
Regards morten
 
Ankhen said:
Im trying to find a equation not just the answer to me examble above

The unfortunate fact is that you're unlikely to be able to use the equations even if you find them. Do you know any calculus, specifically integration?
 
Hi Drakkith.
1)why
2)no
 
Because when I look up all the different equations involving magnets, I see a lot of stuff that appears to use integration, gradiants, vectors, and other complicated math. If you haven't been formally educated in calculus and further math, I don't see how you can use them.
 
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I see what you mean. I haven't been educated in those things, but when I look it up in wiki or other sites, things like Gauss, Lorenzt and Faradays laws, I understand the math. But I am not that good in english, so I am affaid that i miss somethings in the translation.
 
  • #10
If you don't understand integration, differentials, and gradiants, then there's no way you understand the equations.

Here's Gauss's law:
adc2dff3156800a39ef0a9df76a7d868.png


In order to use it, you need to convert it into an integral:

Now, do you know what any of that means? Can you actually use it to solve a problem?
 
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