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Trig challenge

Not sure if this is the right section(especially since nobody seems to read this one!) but I've been scratching my head over this for a few days now and I realise that my high-school trig has long...

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Re: Trig challenge

QuoteQuackingPlums Short version is; I'm trying to fill an arbitrary shape with rounded triangles in OpenSCAD. I've simplified a pair of expressions that describe the canonical problem of filling a...

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Re: Trig challenge

Hi, and thanks for replying! My problem is a variation on the convex polygon puzzle, so my rectangle was just a canonical example (because right angled triangles are slightly easier to work with)....

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Re: Trig challenge

Yes, the gap between probably needs trigonometry to find d. In other words the two left cylinders and two right cylinders are known, the other two are the same x distance d apart, one is the LL + d,...

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Re: Trig challenge

I solved this by the way. WIth a little help from a math forum I was reminded that trig identities have another use; by expressing my problem as sin x = a - y = opp ------ --- 2r + w hyp tan x = b =...

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Re: Trig challenge

QuoteQuackingPlums Not sure if this is the right section(especially since nobody seems to read this one!) ! off topic You are great in math, but not in logic: How could you define that nobody reads...

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Re: Trig challenge

Haha, I think the reason why I needed help in the first place is that I'm not great in math, but the fact that you think I am means a lot to me! :D I didn't mean to offend when I inferred that nobody...

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Re: Trig challenge

No offense taken. I was teasing! I am glad the section starts to live. I get great feedback in the NL and slicer sections, so I hope this will start to prove itself over time Thomas

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