in the first image the the radius of the smaller circle might be given. If the "fixed" corner that I refer to has zero rounding then I'm searching for the maximum rouding that can be applied with only the other corner.ģ) What constitutes as the maximum rounding? Are you trying to choose between the two examples above? Or is finding either of those cases considered a solution?Įither of the shown cases is a perfect solution. ![]() There are no other constraints other than the maximum of the other circle which I just can't find. One of the two rounding circle's radius is given. ![]() How do I find the maximum rounding I can apply to either corner for any amount of rounding on the other corner?ġ) The inner and outer large arcs (those that are 90 degrees wide here) always have the same centerĢ) When asking for the maximum rounding that you can do, what are the constraints on the other, smaller circle? Does it need to be at least some radius? Otherwise you are doing to end up with just one rounding.
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