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Calculating Halbach Array force

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G00s

Computer
Jul 1, 2009
11
So I'm thinking of this shock absorber involving magnets, but to reduce the weight as much as possible, I thought about using a halbach array of magnets to be able to repel as strongly as possible with the least amount of weight.

The only problem is that I haven't got a clue as of how to calculate how strong a halbach array would repel something!

So, are any of you familiar with the concept?
 
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Oh and I forgot; Is it possible to set up a halbach array with non-cubical magnets?
 
From your other postings, this appears to be a hobby-related idea.
Check out this thread:
thread340-197537
 
Thanks for the reply, but that thread doesn't really concern the subject of halbach arrays, unless I missed something :S
 
magnetic force --> r^2 --> increasing jerk
spring --> r --> constant jerk

The degree of jerk would be unacceptable for most applications

TTFN

FAQ731-376
 
What about Magneto-Rheological (MR) Suspension? Then you have control of the suspension.


A theoretcial equation for the magnetic flux density (B) inside a two pole Hallbach Array is (Flemming Buus Bendixen/Anette Norskov Shultz):

B=Br*log(Ro/Ri)
where Br is remanence of the magnet
Ro is outside radius and Ri is the inner radius of the magnet array.

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Well, I was kind of thinking of a non-cylinder halbach array, I did this quick inventor render. (note: Ironically enough, I think I put the arrays in the wrong direction...) So the springs would keep the magnets at repel-floating distance constantly, and when force is applied on the upper [transparent] part, the spring is first compressed, and then the magnets do their part.

I'm not sure if it would have any effect, but it would help if I could actually calculate how much [non-cylinder] halbach arrays repel!

So thanks for the suggestion Clyde, but it was a slight miss in the description there :p
 
 http://files.engineering.com/getfile.aspx?folder=b6d735cf-cfec-4730-aa1a-4522b6e05866&file=shock_absorber.jpg
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