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颗粒介质的离散态特性研究
引用本文:彭政,厚美瑛,史庆藩,陆坤权.颗粒介质的离散态特性研究[J].物理学报,2007,56(2):1195-1202.
作者姓名:彭政  厚美瑛  史庆藩  陆坤权
作者单位:(1)北京凝聚态物理国家实验室,中国科学院物理研究所,北京 100080; (2)北京凝聚态物理国家实验室,中国科学院物理研究所,北京 100080;北京理工大学应用物理系,北京 100081
摘    要:回顾了颗粒介质中应力的分布和传播模式以及物体在颗粒介质中运动所受阻力的研究进展,并报道了我们对颗粒体系中代表离散特性的颗粒尺寸效应对颗粒介质特性影响的研究.研究发现物体由于自身重量在颗粒介质中下沉的深度随着颗粒尺寸的增大单调减小;球体在下陷过程中受到的颗粒床的支撑力,除了在约1 mm范围的表面作用区域以外,与下陷深度之间满足很好的幂率关系,幂值在1.5—1.0之间,并且此幂值随着颗粒尺寸的增大而单调减小.颗粒床的支撑力与下陷深度的幂率关系可解释为颗粒介质内部应力结构重组的宏观反应结果. 关键词: 颗粒物质 离散介质力学

关 键 词:颗粒物质  离散介质力学
文章编号:1000-3290/2007/56(02)/1195-08
收稿时间:2006-04-26
修稿时间:04 26 2006 12:00AM

Effect of particle size on the sinking depth of an object supported by a granular bed
Peng Zheng,Hou Mei-Ying,Shi Qing-Fan,Lu Kun-Quan.Effect of particle size on the sinking depth of an object supported by a granular bed[J].Acta Physica Sinica,2007,56(2):1195-1202.
Authors:Peng Zheng  Hou Mei-Ying  Shi Qing-Fan  Lu Kun-Quan
Institution:Beijing Nagonal Laboratory for Condensed Matter Physics, Institute of Phys., Chinese Academy of Sciences, Bering 100080, China;Department of Applied Physics, Beijing Institute of Technology, Beijing 100081, China
Abstract:In this paper we briefly review the latest progress on the propagation of stress in granular bed and the resistant force of an object moving in granular media, and report our studies on the grain-size effect, which revals the discrete properties of granular media. We found that the sinking depth of a sphere on a granular bed driven by its own weight decreases monotonically with increasing grain-size. The supporting force of the granular bed experienced by the intruder sphere, during sinking, is measured. It is found that except for about 1 mm depth near the surface, the supporting force and the sinking depth of the sphere is related by a power-law with exponents between 1.5-1.0. The exponent decreases with increasing grain-size. This-size dependence of the power-law relation can be a macroscopic manifest of the reorganization of the stress chains in the granular system during the sinking process of the intruder sphere.
Keywords:granular matter  mechanics of discrete systems
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