岩土力学
巖土力學
암토역학
ROCK AND SOIL MECHANICS
2013年
7期
2059-2064
,共6页
诱导劈裂注浆%弹性分析%孔间距%侧向压力系数%有限元
誘導劈裂註漿%彈性分析%孔間距%側嚮壓力繫數%有限元
유도벽렬주장%탄성분석%공간거%측향압력계수%유한원
induced fracture grouting%elastic analysis%distance between the induced hole and grouting hole%lateral pressure coefficient%finite element method
针对隧道内水平超前劈裂注浆中浆液劈裂方向随机性的问题,提出一种诱导劈裂注浆方法,可以控制和改变浆液的劈裂方向。首先,基于弹性力学理论及其基本假定,分析竖向地应力大于水平地应力条件下对单一土层进行劈裂注浆时浆液沿竖向劈裂的力学机制,在此基础上探讨改变浆液劈裂方向为水平劈裂的必要性和诱导方法,并从应力集中的角度分析诱导劈裂注浆的力学机制;其次,采用有限元法研究注浆孔孔周劈裂方向控制点的应力随侧向压力系数和诱导孔与注浆孔间距变化而变化的情况,得出实现诱导劈裂注浆时两孔间距及侧向压力系数应满足的条件,并拟合两孔间距临界值的计算公式。结果表明:在离注浆孔上、下方4倍注浆孔径以内对称布设诱导孔,改变了注浆孔孔周劈裂方向控制点的应力场。当两孔间距小于实现诱导的临界距离值时,注浆孔孔周控制点的应力大小发生转换,浆液的劈裂方向发生改变,将沿水平方向劈裂。诱导孔与注浆孔间距的临界值会随着侧向压力系数的增大而逐渐增大。
針對隧道內水平超前劈裂註漿中漿液劈裂方嚮隨機性的問題,提齣一種誘導劈裂註漿方法,可以控製和改變漿液的劈裂方嚮。首先,基于彈性力學理論及其基本假定,分析豎嚮地應力大于水平地應力條件下對單一土層進行劈裂註漿時漿液沿豎嚮劈裂的力學機製,在此基礎上探討改變漿液劈裂方嚮為水平劈裂的必要性和誘導方法,併從應力集中的角度分析誘導劈裂註漿的力學機製;其次,採用有限元法研究註漿孔孔週劈裂方嚮控製點的應力隨側嚮壓力繫數和誘導孔與註漿孔間距變化而變化的情況,得齣實現誘導劈裂註漿時兩孔間距及側嚮壓力繫數應滿足的條件,併擬閤兩孔間距臨界值的計算公式。結果錶明:在離註漿孔上、下方4倍註漿孔徑以內對稱佈設誘導孔,改變瞭註漿孔孔週劈裂方嚮控製點的應力場。噹兩孔間距小于實現誘導的臨界距離值時,註漿孔孔週控製點的應力大小髮生轉換,漿液的劈裂方嚮髮生改變,將沿水平方嚮劈裂。誘導孔與註漿孔間距的臨界值會隨著側嚮壓力繫數的增大而逐漸增大。
침대수도내수평초전벽렬주장중장액벽렬방향수궤성적문제,제출일충유도벽렬주장방법,가이공제화개변장액적벽렬방향。수선,기우탄성역학이론급기기본가정,분석수향지응력대우수평지응력조건하대단일토층진행벽렬주장시장액연수향벽렬적역학궤제,재차기출상탐토개변장액벽렬방향위수평벽렬적필요성화유도방법,병종응력집중적각도분석유도벽렬주장적역학궤제;기차,채용유한원법연구주장공공주벽렬방향공제점적응력수측향압력계수화유도공여주장공간거변화이변화적정황,득출실현유도벽렬주장시량공간거급측향압력계수응만족적조건,병의합량공간거림계치적계산공식。결과표명:재리주장공상、하방4배주장공경이내대칭포설유도공,개변료주장공공주벽렬방향공제점적응력장。당량공간거소우실현유도적림계거리치시,주장공공주공제점적응력대소발생전환,장액적벽렬방향발생개변,장연수평방향벽렬。유도공여주장공간거적림계치회수착측향압력계수적증대이축점증대。
An induced fracture grouting method has been developed to solve the randomness of the splitting direction of fracture grouting in soil in tunnel. The objective of the method is to control and change the splitting direction of the soil. The results can be used to guide the design and construction of induced fracture grouting. Based on the elastic theory and its basic assumptions, the mechanism of fracture grouting in a single layered soil under the condition that the vertical in-situ stress is larger than horizontal in-situ stress is analyzed. And then the necessity of changing the splitting direction into horizontal as well as the induced method is discussed. The mechanism of induced fracture grouting is analyzed according to the stress concentration theory. By using the finite element method, a research about the stress distribution around the grouting hole is performed, in order to find out how it changes with the lateral pressure coefficient and distance between the grouting hole and the induced hole. The requirements about the lateral pressure coefficient and distance between the above two holes to achieve induced fracture grouting are studied. The formula for calculating critical value of distance between the above two holes is fitted. It is concluded that it appears possible to change the stress distribution around the grouting hole by excavating symmetrically the induced holes at its top and bottom positions; and the distance needs less than 4 times the diameter of the grouting hole. While the distance between the grouting hole and induced hole is less than the critical distance, the stresses of the control points around the grouting hole transform, as a result the slurry would split horizontally. In addition, the critical distance between the induced hole and grouting hole increases if the lateral pressure coefficient increases.