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• W3173249733 abstract "Predicting the densest random disc packing fraction is an unsolved paradigm problem relevant to a number of disciplines and technologies. One difficulty is that it is ill defined without setting a criterion for the disorder. Another is that the density depends on the packing protocol and the multitude of possible protocol parameters has so far hindered a general solution. A new approach is proposed here. After formulating a well-posed form of the general protocol-independent problem for planar packings of discs, a systematic criterion is proposed to avoid crystalline hexagonal order as well as further topological order. The highest possible random packing fraction is then derived exactly: ϕ_{RCP}=0.852 525…. The solution is based on the cell order distribution that is shown to (i) yield directly the packing fraction; (ii) parametrize all possible packing protocols; (iii) make it possible to define and limit all topological disorder. The method is further useful for predicting the highest packing fraction in specific protocols, which is illustrated for a family of simply sheared packings that generate maximum-entropy cell order distributions." @default.
• W3173249733 created "2021-07-05" @default.
• W3173249733 creator A5056707104 @default.
• W3173249733 date "2021-09-09" @default.
• W3173249733 modified "2023-09-26" @default.
• W3173249733 title "Disorder Criterion and Explicit Solution for the Disc Random Packing Problem" @default.
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• W3173249733 doi "https://doi.org/10.1103/physrevlett.127.118002" @default.
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