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Fermat's Spiral - Sketch pattern creation

Fermat's Spiral - Sketch pattern creation

(OP)
Hi everyone,

I have an interesting design problem that at the moment is a little over my head in both solid works skills and mathematics knowledge.

I need to layout a sketch pattern / feature pattern in SolidWorks to create approx 8000 holes. The pattern of the holes follows the sun flower spiral, the layout of the seeds in a sun flower head. AKA Fermat's Spiral, this corresponds to Fibonacci numbers.

More on this can be viewed at:

http://en.wikipedia.org/wiki/Fermat's_spiral
http://ms.unimelb.edu.au/~segerman/papers/sunflowe...



Has anyone experience in this? or do you think it might be possible using equations?

Any help would be much appreciated.

Thanks

RE: Fermat's Spiral - Sketch pattern creation

I don't get it; your second citation gives the equation for the spiral, so what's the hangup?

TTFN
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Of course I can. I can do anything. I can do absolutely anything. I'm an expert!
There is a homework forum hosted by engineering.com: http://www.engineering.com/AskForum/aff/32.aspx

RE: Fermat's Spiral - Sketch pattern creation

Incidentally it is a right load of old numerological nonsense, the presence of the golden ratio in the definition is practically irrelevant, you get the same shape curve whatever the relative scaling of magnitude and phasor. Here's a comparison between

x[n]=numpy.sqrt(n*nscale)*numpy.cos(2.*pi*phi*n*nscale)
y[n]=numpy.sqrt(n*nscale)*numpy.sin(2.*pi*phi*n*nscale)

and

x1[n]=numpy.sqrt(n*nscale)*numpy.cos(2.*pi*n*nscale)
y1[n]=numpy.sqrt(n*nscale)*numpy.sin(2.*pi*n*nscale)

Cheers

Greg Locock


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