Impact of Particle-Size Distribution on Flow Properties of a Packed Column

被引:22
作者
Yang, Bin [1 ]
Yang, Tianhong [1 ]
Xu, Zenghe [1 ]
Liu, Honglei [1 ]
Yang, Xin [1 ]
Shi, Wenhao [1 ]
机构
[1] Northeastern Univ, Sch Resources & Civil Engn, Shenyang 110819, Liaoning, Peoples R China
基金
中国国家自然科学基金;
关键词
Karst collapse column; Water inrush; Particle-size distribution; Inertia factor; Uniformity coefficient; Normalized objective function (NOF) criterion; NON-DARCY FLOW; PRESSURE-DROP; FORCHHEIMER EQUATION; WATER; SEEPAGE; FLUID; CHINA;
D O I
10.1061/(ASCE)HE.1943-5584.0001735
中图分类号
TU [建筑科学];
学科分类号
0813 ;
摘要
A karst collapse column (KCC), a type of vertical structure that is common in the Carboniferous-Permian coal fields of North China, contains many graded broken rocks and often functions as a channel for groundwater inrush. This study used a custom-built apparatus to investigate the effects of the particle-size distribution on the seepage behavior of a sand particle mixture subjected to a high hydraulic gradient. Three different flow regimes were identified: (1) the Darcy regime, (2) the Forchheimer regime, and (3) the turbulent regime. When flow transition begins, the critical flow velocity, critical Reynolds number, and Forchheimer number increase as the nonuniformity coefficient Cu (or the coefficient of curvature Cc) increases when the porosity remains constant, and the critical hydraulic gradient decreases. The permeability increases linearly, and the inertia factor decreases exponentially as CuxCc increases. Using new experimental data, the validity of five widely used empirical formulas for permeability and the inertia factor were evaluated. The results indicated that the empirically corrected formulas for permeability and the inertia factor yielded high prediction accuracy and can be used to predict the permeability and inertia factor of KCCs in practical engineering.
引用
收藏
页数:11
相关论文
共 50 条
[31]   Effect of particle-size distribution on the surface appearance of glazed surface [J].
Jiyuan Li ;
Jinsheng Liang ;
Lijuan Wang ;
Fei Wang .
Journal of Thermal Analysis and Calorimetry, 2014, 115 :1127-1131
[32]   The particle-size distribution of concrete and mortar aggregates by image analysis [J].
Sitzia F. ;
Beltrame M. ;
Mirão J. .
Journal of Building Pathology and Rehabilitation, 2022, 7 (1)
[33]   Inversion of particle-size distribution with improved conjugate gradient algorithm [J].
Ge, Baozhen ;
Wei, Yongjie ;
Lue, Qieni .
OPTICAL ENGINEERING, 2007, 46 (05)
[34]   Particle-size distribution of a powder: Comparison of three analytical techniques [J].
Andres, C ;
Reginault, P ;
Rochat, MH ;
Chaillot, B ;
Pourcelot, Y .
INTERNATIONAL JOURNAL OF PHARMACEUTICS, 1996, 144 (02) :141-146
[35]   Fractal expression of soil particle-size distribution at the basin scale [J].
He, Yujiang ;
Lv, Dunyu .
OPEN GEOSCIENCES, 2022, 14 (01) :70-78
[36]   SPATIAL VARIABILITY OF SOIL PARTICLE-SIZE DISTRIBUTION HETEROGENEITY IN FARMLAND [J].
Liu, J. L. ;
Zhang, L. L. ;
Fu, Q. ;
Ren, G. Q. ;
Liu, L. ;
Yu, P. ;
Tan, S. Y. .
TRANSACTIONS OF THE ASABE, 2018, 61 (02) :591-601
[37]   INFLUENCE OF SOIL PREPARATION ON THE INTERPRETATION OF PARTICLE-SIZE DISTRIBUTION DATA [J].
Valeeva, A. A. ;
Koposov, G. F. .
UCHENYE ZAPISKI KAZANSKOGO UNIVERSITETA-SERIYA ESTESTVENNYE NAUKI, 2013, 155 (02) :172-181
[38]   MEASURING THE PARTICLE-SIZE DISTRIBUTION OF RESIDUAL INK IN RECYCLED PAPER [J].
JORDAN, BD ;
NGUYEN, NG ;
TREPANIER, RJR .
TAPPI JOURNAL, 1993, 76 (10) :110-116
[39]   Pedogenetic interpretations of particle-size distribution curves for an alpine environment [J].
Yang, Fei ;
Zhang, Gan-Lin ;
Yang, Fan ;
Yang, Ren-Min .
GEODERMA, 2016, 282 :9-15
[40]   Effect of texture on the performance of soil particle-size distribution models [J].
Hwang, SI .
GEODERMA, 2004, 123 (3-4) :363-371