摘要
为在填隙幂律流体的湿颗粒系统离散元模拟中迅速精确地求出法向黏性力 ,根据笔者导出的刚性球颗粒间幂律流体挤压流动的积分形式的法向黏性力表达式 ,利用因子分解和级数展开发展了一套拟合算法以取代数值积分。拟合结果与数值积分结果比较表明 。
In order to evaluate the normal viscous force between two rigid spheres in squeeze flow of a power law fluid efficiently so as to implement into simulation using the Distinct Element Method, a fitting scheme with a factorization technique and series expansion was developed instead of numerical integration based on the integration form of formulation for the force in our accompanied paper. Comparing with the accurate results by a numerical integration, the approximate results by the proposed scheme, an excellent agreement was shown but the proposed scheme can greatly reduce the CPU time.
出处
《中国农业大学学报》
CAS
CSCD
北大核心
2002年第2期17-21,共5页
Journal of China Agricultural University
基金
国家自然科学基金资助项目 (19972 0 75 )
关键词
离散元法
幂律流体
挤压流动
黏性力
拟合
球颗粒
the discrete element method
power law fluid
squeeze flow
viscous force
fitting