Analytical Calculation/Optimization of Ironless Motor Structure

AI Thread Summary
The discussion focuses on optimizing the uniformity of a magnetic field generated by an array of neodymium magnets, specifically designed with a constant depth of 10mm and height of 2300mm. The arrangement allows for varying widths of magnets while maintaining a constant spacing of no more than 4.25mm between them. The total width of the magnet array must be between 3400mm and 3800mm, and the goal is to maximize the uniformity of the magnetic field in the gaps. The author references a potential solution for ironless motor structures using the Coulombian model but struggles to apply it to their specific geometry. The discussion also includes inquiries about the publication status of related work.
thadman
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I'm interested in calculating (followed by optimizing) the uniformity of a magnetic field generated by an array of neodymium magnets.

Let us assume we have an array of neodymium bar magnets,

-each with a constant depth (10mm) and height (2300mm).

-Multiple segments (with alternating poles) may satisfy the total depth requirement (10mm).

-The width of the magnets is allowed to vary, however the spacing between them must remain constant with respect to height.

-The spacing between the magnets must not exceed a finite width (4.25mm) and should be maximized.

-The distance between the centers of adjacent gaps also must not exceed a finite width (4.25mm).

-The bar magnets are arranged to be parallel to one another.

-The total array must span a width between 3400mm and 3800mm.

I am interested in maximizing the uniformity of the magnetic field within the gaps between the magnets.

It appears an exact solution is available for ironless motor structures (utilizing the Coulombian model?), however I have been unable to apply the approach towards my specific geometry.

http://hal.archives-ouvertes.fr/docs/00/41/33/52/PDF/paper-ironless-machines.pdf

Any thoughts?
 
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Nice work and paper! Were you able to publish this work after you did it?
 
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