This is a realistic question in my study design needed to be solved. Please help.
In a 3-cm2 big circle (area=3-cm2, so calculated radius of this big circle=9.77 mm), I need to put 12 small holes (all of same dimension). They should be evenly distributed with 4mm spacing from each other, and should be as close to the edge of the big circle as possible. How to position these small holes and how to calculate radius of the small holes?
Thanks
If the value of R1 is less than 2 * R2, i.e. if the diameter of the smaller circle is greater than the radius of the larger circle, then only one circle can be inscribed.
Here you have three possible solutions based on different packings:
By the way, the optimal packing for 12 circles is this:
Although they are not evenly distributed.
HTH!
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