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The Coordination Number of Equal Disks in Two-dimensional Random Packing

The Coordination Number of Equal Disks in Two-dimensional Random Packing
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摘要 The three-dimensional random packing of particles has attracted physicists, chemists, sedimentologists, materials scientists and mathematicians for more than a century. The study focuses on the packing density, porosity, the packing concentration, coordination number and the effect of the particle’s shape, density on the packing etc. For the metals and crystallized rocks with equigranular texture without porosity, there exists the"triple-point junction" with an angle of 120掳 in two dimensions. Every particle is adjacent to another six particles. To explain this texture, scientists proposed the definition of"Voronoi polygon". J. A. Dodds tried to demonstrate this conclusion by
作者 董麒 叶大年
机构地区 Institute of Geology
出处 《Chinese Science Bulletin》 SCIE EI CAS 1993年第21期1793-1797,共5页
基金 Project supported by the National Natural Science Foundation of China.
关键词 COORDINATION number equal DISK RANDOM PACKING coordination number equal disk random packing
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