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浆液扩散半径与最优布孔 被引量:2

Grout Divergence Radius and Optimum Arrangement of Grouting Holes
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摘要 基于浆液扩散半径的概念,推导了方格形和梅花形两种布孔形式最优布孔的通用公式。方格形最优布孔为正方形,其孔、排距均为2^(1/2)R。梅花形最优布孔的α角随排数的增加而减小,作为特例,单排的α角为45°,多排的α角趋于下限值30°。从最优布孔的概念出发,提出了通过灌浆试验确定浆液扩散半径的方法。 In this paper,the optimum arrangement of grouting holes is studied,and a universal formula for deter- mining hole intervals are given as well.Square arrangement is better for rectangular system,the optimum intervals of holes and rows are all equal to 2~1/2 R.The optimum intervals of holes and rows for triangular system are dependent upon angle which decreases when row number increases.Especially,the optimum ar- rangement is obtained where a approaches 45° for single row,and 30° for infinite rows.The method to de- termine grout divergence radius by means of grouting test is also included.
作者 杜士斌
出处 《人民黄河》 CAS 北大核心 1992年第8期38-40,共3页 Yellow River
关键词 灌浆 布孔 浆液扩散半径 grout hole arrangement in square or rectangular optimum arrangement grout divergence radius
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