人民长江
人民長江
인민장강
YANGTZE RIVER
2014年
17期
70-73
,共4页
王伟%胡斌%张腾%饶晨曦
王偉%鬍斌%張騰%饒晨晞
왕위%호빈%장등%요신희
分形理论%RQD%最佳阈值%岩体质量评价
分形理論%RQD%最佳閾值%巖體質量評價
분형이론%RQD%최가역치%암체질량평개
fractal theory%RQD%optimal threshold%quality evaluation of rock mass
基于三维结构面网络模拟技术,对采样区岩体优势结构面进行仿真模拟,在建立的模型中分别沿垂直于X,Y,Z轴方向切取剖面,得到各剖面的结构面二维网络图,运用分形理论分别计算其结构面分布的分形维数,进而对岩体质量进行评价。在上述网络剖面图中模拟钻孔,不断改变广义RQD的阈值,得到不同阈值下的RQD值。将各剖面的分形维数与广义RQD值对比分析,可以为准确选取广义RQD的最佳阈值提供依据。以某段公路边坡为例,当阈值在0.2~0.3时,广义RQD值与结构面分形维数吻合较好,故选取的RQD阈值应在0.2~0.3之间较为合理。
基于三維結構麵網絡模擬技術,對採樣區巖體優勢結構麵進行倣真模擬,在建立的模型中分彆沿垂直于X,Y,Z軸方嚮切取剖麵,得到各剖麵的結構麵二維網絡圖,運用分形理論分彆計算其結構麵分佈的分形維數,進而對巖體質量進行評價。在上述網絡剖麵圖中模擬鑽孔,不斷改變廣義RQD的閾值,得到不同閾值下的RQD值。將各剖麵的分形維數與廣義RQD值對比分析,可以為準確選取廣義RQD的最佳閾值提供依據。以某段公路邊坡為例,噹閾值在0.2~0.3時,廣義RQD值與結構麵分形維數吻閤較好,故選取的RQD閾值應在0.2~0.3之間較為閤理。
기우삼유결구면망락모의기술,대채양구암체우세결구면진행방진모의,재건립적모형중분별연수직우X,Y,Z축방향절취부면,득도각부면적결구면이유망락도,운용분형이론분별계산기결구면분포적분형유수,진이대암체질량진행평개。재상술망락부면도중모의찬공,불단개변엄의RQD적역치,득도불동역치하적RQD치。장각부면적분형유수여엄의RQD치대비분석,가이위준학선취엄의RQD적최가역치제공의거。이모단공로변파위례,당역치재0.2~0.3시,엄의RQD치여결구면분형유수문합교호,고선취적RQD역치응재0.2~0.3지간교위합리。
Discontinuity simulation was carried out based on the three-dimensional discontinuity network simulation technolo-gy. In the model establishment, cross-section parallel to the X, Y, Z planes are taken and the two-dimensional network of discontinuity is obtained. Then the fractal dimension of discontinuity distribution is computed by applying fractals to evaluate the rock mass quality. In the two-dimensional network diagram, simulated drilling is conducted by changing the threshold of gener-alized RQD and the RQD values under different thresholds are obtained. Studying the correlation between fractal dimension and RQD can provide basis for selecting an accurate threshold of RQD. The fractal dimensions of 3 cross-sections of a highway slope are calculated and the calculation results show that the RQD thresholds of 0. 2~0. 3 are reasonable.