Coordination Number of Ternary Mixtures of Spheres†
Ruiping Zou, Xiufang Bian, David Pinson, Runyu Yang, Aibing Yu, P. Zulli
Abstract
Ruiping Zou, Xiufang Bian, David Pinson, Runyu Yang, Aibing Yu, P. Zulli
Abstract
Abstract This paper presents an experimental study of the coordination number of ternary mixtures of particles of sizes 24.4 : 11.6 : 6.4 (mm) by the use of the liquid bridge technique. It generates detailed information about the distributed coordination numbers corresponding to different types of contacts between small, medium and large components. The analysis is focused on the mean coordination numbers corresponding to these contacts. The results indicate that these partial mean coordination numbers vary with the volume fractions of the components while the overall mean coordination number is essentially a constant and independent of particle size distribution.
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Abstract This paper presents an experimental study of the coordination number of ternary mixtures of particles of sizes 24.4 : 11.6 : 6.4 (mm) by the use of the liquid bridge technique. It generates detailed information about the distributed coordination numbers corresponding to different types of contacts between small, medium and large components. The analysis is focused on the mean coordination numbers corresponding to these contacts. The results indicate that these partial mean coordination numbers vary with the volume fractions of the components while the overall mean coordination number is essentially a constant and independent of particle size distribution.
Key concepts: Coordination number, Ternary operation, SPHERES, Particle number, Binary number, Volume fraction, Particle size, Constant (computer programming)