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Toroid core wound halfway

  1. Sep 21, 2015 #1
    Hi all.. I am currently working on a project where i need to wound toroidal core halfway (not completely) so that part f the core is exposed. With that part, I need to lift weight a certain amount of weight (not fixed at this point). I am trying to understand what kind of equations would be useful to determine the magnetic force this system will generate. Also, how will the magnetic field flow in such a system?

    Thank You.

    - Shishir
     
  2. jcsd
  3. Sep 22, 2015 #2

    Hesch

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    Just use Amperes law as usual:

    circulation H⋅ds = N*I

    B = μ*H
    It will 99% circulate within the toroid.
     
  4. Sep 22, 2015 #3
    thank you...

    In terms of force that it will generate on a nearby body.. or the amount of weight this system could lift.. that will also be determined by the same equations (F=B^2.A/2.μ)? (The whole load will be taken by the core..like an electromagnet lock)
     
  5. Sep 22, 2015 #4

    Hesch

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    It will yield about no force to a nearby body, because the B-field will be kept inside the toroid.

    Use a -shape or E-shape instead, from where the flux will come out.

    A toroid has no poles. There is just a magnetic circulation field inside with a direction.

    When the field comes out of the core, a magnetic energy density is created in the airgap outside the core, which leads to your formula:

    F = ½*A*B*H = ½*B2 / μr.

    It's this energy density that attracks a body, because the nature wants to get rid of the energy, which can be done by substituting airgab by iron.
     
  6. Sep 22, 2015 #5

    berkeman

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  7. Sep 25, 2015 #6
    That's one working configuration, but the electromagnets used in scrapyards use a better design that you can look up. It's a circular center pole surrounded by a circular outer pole. These can use solid steel because it uses DC current and eddy currents are transient at magnet turn on and turn off only . However, if you can get by with a C shape, in core catalogs those are called "cut cores" or "C cores" and are often available off the shelf. You can use two C cores paired into an E shape to approximate the coaxial design used in scrapyards, and the laminated design will allow drive with full wave rectified AC sans other filtering. Just make sure the current is appropriately limited.
     
  8. Sep 29, 2015 #7
    I realize a toroid core won't be a suitable choice for what I want to do.. I was wondering if spherical core could do the job.. (I also need rolling motion on the surface of the weight.. so the core will have a point contact with the body and the core could roll over it..while it is attached to the surface)

    Thank you.
     
  9. Sep 29, 2015 #8

    berkeman

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    I don't believe there is any such thing as a spherical core; at least I'm not able to visualize one.

    Can you say more about what you are wanting to do? If we understand your application, maybe we can suggest something physical for you...
     
  10. Sep 29, 2015 #9
    So.. the current carrying coil will generate the mag field... the spherical core will concentrate the field and (hopefully) attract and attach to the surface.. and the coil-core system could move along the surface (core rolls over the surface, the solenoid and core will move together)..

    that is the basic mechanism I am trying to evaluate.. for that system I am trying to generate equations which could help me solve and further optimize it...
     

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  11. Sep 29, 2015 #10

    berkeman

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    Oh! A spherical core with a cylindrical winding around it. Now I get it.

    Yeah, that should work. Have you tried it? It should be pretty easy to build one up... :smile:
     
  12. Sep 29, 2015 #11

    no..haven't tried it.. was wondering if the same equations will hold for this core ( upload_2015-9-29_18-25-50.png )... since we do not have an area contact.. a point contact only
     
  13. Sep 29, 2015 #12

    berkeman

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    The force will be less, but it will still be more than you would get with just an air-core coil of the same size.
     
  14. Sep 29, 2015 #13

    Hesch

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    To concentrate the field ( flux per m2 ) you could use a ω-shape ( the field somewhat concentrated above the ω ) instead of an E-shape.

    The magnetic field tends to find the shortest way around, so the legs of the core must be kept spread until the field is of use ( in the airgap between magnet and iron-body ). That's the idea.
     
  15. Sep 29, 2015 #14

    Hesch

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    Another suggestion ( circular E-core ):

    ich-h6a3p26-16-e32147n.jpg
     
  16. Oct 3, 2015 #15

    That could be done.... Thanks !!

    I had another question.. I was trying to find on google but couldn't get a clear cut answer.. I there is multi layer coil.. how will the magnetic field be affected? Will the formula remain the same taking number of turns in account... or the total thickness of layer affect the field??
     
  17. Oct 3, 2015 #16

    Hesch

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    Yes
    The outer layers will be kept at some distance from the core. Thus the H-field [A/m] will be weaker, but it will "take effect" over a longer distance in the core.

    Say that the H-field will be weakened by a factor 2 within the core, the length of the perimeter of the H-field will be a factor 2 longer within the core, as per radian.
     
  18. Oct 3, 2015 #17
    sorry..... didn't understand that completely....

    lets say the core is 45 mm in length... I use AWG 25 for this.. I get 100 turns in 1 layer.. if I use 3 layers to get 300 turns.. the how much will the field be affected in the core?
     
  19. Oct 3, 2015 #18

    Hesch

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    It will not be affected, because the mmf will be the same: ( Lower figure ).
     

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  20. Oct 3, 2015 #19
    ohh.. ok.. Thank you..
     
  21. Oct 5, 2015 #20
    The bigger the airgap between the Winding and core - will reduce the mag field in the Core material ( higher leakage) -- that is why they are almost always bar ( straight) or U .

    Is there some reason the sphere is desired?
     
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