Circle with interior arc segments
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02-11-2015, 04:28 PM
Post: #4
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RE: Circle with interior arc segments
Thanks! Your response is very helpful! With your help, I discovered that the factor r3:= (r*SIN(a))/COS(a) is the key, and stepping by pi/12 is necessary. Also, that the loop 'a' runs to pi/2, after which the x and y parameters go out of bounds.
Would you have any insight on how to constrain the segments to within the semi-circle, as a function of the 'a' angle in the loop? One way might be to test for the semi-circle radius (x,y) endpoint, but it seems like the arc segment length (w1,w2) should also be a trig function of the step angle, I just haven't quite figured out how that would work. Geometry, unfortunately, was never my fine suit. -Dale- |
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Messages In This Thread |
Circle with interior arc segments - DrD - 02-10-2015, 06:45 PM
RE: Circle with interior arc segments - Thomas_Sch - 02-11-2015, 02:12 PM
RE: Circle with interior arc segments - Han - 02-11-2015, 04:11 PM
RE: Circle with interior arc segments - DrD - 02-11-2015 04:28 PM
RE: Circle with interior arc segments - Thomas_Sch - 02-11-2015, 05:17 PM
RE: Circle with interior arc segments - DrD - 02-11-2015, 04:49 PM
RE: Circle with interior arc segments - DrD - 02-12-2015, 02:16 PM
RE: Circle with interior arc segments - Thomas_Sch - 02-12-2015, 06:00 PM
RE: Circle with interior arc segments - Tim Wessman - 02-12-2015, 06:06 PM
RE: Circle with interior arc segments - Thomas_Sch - 02-12-2015, 06:31 PM
RE: Circle with interior arc segments - Tim Wessman - 02-12-2015, 08:11 PM
RE: Circle with interior arc segments - Jonathan Cameron - 02-12-2015, 06:34 PM
RE: Circle with interior arc segments - Thomas_Sch - 02-12-2015, 06:58 PM
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