I have spheres of diameter d1, d2, d3 and d4. I have a cube of dimension L. How can I find the numbers of different sized spheres to have a densest possible packing? I have looked below in this page but that is for uniform size (just one size actually)
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Why do you think there is a (finite) maximal number? Given any packing of finite number of spheres, there is always space for one more (sufficiently small) sphere. – Marc van Leeuwen Apr 25 '17 at 06:55
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I'm looking for a given range of sizes. I know there could be many possible spaces if we use smaller sized particles. – Rafat Apr 25 '17 at 13:38