EEVblog Electronics Community Forum
Products => Computers => Programming => Topic started by: 741 on October 18, 2019, 01:04:37 pm
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I'm drawing a graphic which is like a doughnut chart. If we call the shape between 2 concentric circles a 'ring', what is the correct term for a 'partial ring'?
(I'd like to give the relevant variables meaningful names, preferably based around mathematically correct terms)
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just google "partial donut shape mathematics"
Annulus Sector (https://rechneronline.de/pi/annulus-sector.php)
Annulus (Mathematics) (https://en.wikipedia.org/wiki/Annulus_(mathematics))
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OK Thanks, it seems the term is going to be "Annular Sector".
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The "correct" math term would be annulus sector, but I admit this doesn't sound very appealing for some reason, so I'll concede the annular sector.
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That was my intuitive feeling, but I must (now) admit "annular sector", whilst sounding nicer, is a contradiction: Like saying "circular sector". A sector cannot be itself circular or annular I suppose.
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I admit, the first thing that came to my mind was "sphincter". But yeah, annulus (https://en.wikipedia.org/wiki/Annulus_(mathematics)) it is.
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That was my intuitive feeling, but I must (now) admit "annular sector", whilst sounding nicer, is a contradiction: Like saying "circular sector". A sector cannot be itself circular or annular I suppose.
Yeah, it didn't sound this weird to me at first (due to this not being my native language), but it is. It's not exactly a contradiction I'd say, more like a definition turned upside down.
But yeah, "annulus" frankly sounds horrible. :-DD
Even if it's probably less correct, and more informal, wouldn't "ring sector" be appropriate, and sound better?
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I’ll throw ‘arc’ into the discussion!
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really, whats wrong with Annulus? its not like Annalus and Annalar wont solve anything... there will be always something to talk, move on!...
(http://spikedmath.com/comics/482-dirty-mathematics.png)
I’ll throw ‘arc’ into the discussion!
arc is a "curvular" line of zero area. https://en.wikipedia.org/wiki/Arc_(geometry) (https://en.wikipedia.org/wiki/Arc_(geometry)) whatever