岩土力学
巖土力學
암토역학
ROCK AND SOIL MECHANICS
2013年
4期
1185-1190
,共6页
尾矿坝%有限元极限平衡法%稳定性%渗流%地震
尾礦壩%有限元極限平衡法%穩定性%滲流%地震
미광패%유한원겁한평형법%은정성%삼류%지진
tailings dam%finite element limit equilibrium method%stability%seepage%earthquake
在平面应变条件下,采用基于弹塑性应力应变分析的有限元极限平衡法对尾矿坝坝体的稳定性进行研究.该方法可较好地结合极限平衡分析方法和有限元应力分析方法的特点.通过弹塑性有限元分析,合理准确地考虑结构整体应力场的影响,进而结合Hooke-Jeeves法优化搜索最危险滑动面的位置及其对应的最小安全系数.以某尾矿坝实际工程为例,比较分析了考虑正常、洪水以及特殊工况运行下有限元极限平衡法与极限平衡条分法和有限元强度折减法在安全系数大小及滑动面形状和位置的差异,重点运用有限元极限平衡法对尾矿坝坝体的稳定性进行验算并作出安全评价,为尾矿坝的安全设计施工提供可靠依据和技术支撑.
在平麵應變條件下,採用基于彈塑性應力應變分析的有限元極限平衡法對尾礦壩壩體的穩定性進行研究.該方法可較好地結閤極限平衡分析方法和有限元應力分析方法的特點.通過彈塑性有限元分析,閤理準確地攷慮結構整體應力場的影響,進而結閤Hooke-Jeeves法優化搜索最危險滑動麵的位置及其對應的最小安全繫數.以某尾礦壩實際工程為例,比較分析瞭攷慮正常、洪水以及特殊工況運行下有限元極限平衡法與極限平衡條分法和有限元彊度摺減法在安全繫數大小及滑動麵形狀和位置的差異,重點運用有限元極限平衡法對尾礦壩壩體的穩定性進行驗算併作齣安全評價,為尾礦壩的安全設計施工提供可靠依據和技術支撐.
재평면응변조건하,채용기우탄소성응력응변분석적유한원겁한평형법대미광패패체적은정성진행연구.해방법가교호지결합겁한평형분석방법화유한원응력분석방법적특점.통과탄소성유한원분석,합리준학지고필결구정체응력장적영향,진이결합Hooke-Jeeves법우화수색최위험활동면적위치급기대응적최소안전계수.이모미광패실제공정위례,비교분석료고필정상、홍수이급특수공황운행하유한원겁한평형법여겁한평형조분법화유한원강도절감법재안전계수대소급활동면형상화위치적차이,중점운용유한원겁한평형법대미광패패체적은정성진행험산병작출안전평개,위미광패적안전설계시공제공가고의거화기술지탱.
Under the condition of plane strain, finite element limit equilibrium method is applied to evaluate the stability of tailings dam. This method can be better combined with characteristics of the limit equilibrium analysis methods and finite element stress analysis. And it is based on the elastoplastic stress-strain analysis. Considering the overall stress field of the structure reasonably and accurately;the most dangerous location of slip surface and the corresponding minimum safety factor are determined by Hooke-Jeeves optimized searching method. An example of stability analysis of tailings dam engineering practice is proposed. The differences of safety factor quantity, shape and location of slip surface among stability methods:finite element limit equilibrium method, limited equilibrium slice method and finite element shear strength reduction method, are compared and studied in the normal, flood and special conditions. The safety assessment of tailings dam is made by using finite element limit equilibrium method. The results can provide a reliable basis and technical support for the safety of the design and construction of tailings dams.