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Fixed-length roof cutting with vertical hydraulic fracture based on the stress shadow effect:A case study 被引量:5
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作者 feiteng zhang Xiangyu Wang +3 位作者 Jianbiao Bai Wenda Wu Bowen Wu Guanghui Wang 《International Journal of Mining Science and Technology》 SCIE EI CAS CSCD 2022年第2期295-308,共14页
Pre-driven longwall retracement roadway(PLRR)is commonly used in large mine shaft.The support crushing disasters occur frequently during the retracement,and roof management is necessary.Taking the 31107 panel as resea... Pre-driven longwall retracement roadway(PLRR)is commonly used in large mine shaft.The support crushing disasters occur frequently during the retracement,and roof management is necessary.Taking the 31107 panel as research background,the roof breaking structure of PLRR is analyzed.It is concluded that the roof cutting with vertical hydraulic fracture(HF)at a specified position,that is,fixed-length roof cutting,can reduce support load and keep immediate roof intact.The extended finite element method(XFEM)is applied to simulate hydraulic fracturing.The results show that both the axial and transverse hydraulic fracturing cannot effectively create vertical HFs.Therefore,a novel construction method of vertical HF based on the stress shadow effect(SSE)is proposed.The stress reversal region and HF orientation caused by the prefabricated hydraulic fracture(PF)are verified in simulation.The sub-vertical HFs are obtained between two PFs,the vertical extension range of which is much larger than that of directional hydraulic fracturing.The new construction method was used to determine the field plan for fixed-length roof cutting.The roof formed a stable suspended structure and deformation of the main PLRR was improved after hydraulic fracturing. 展开更多
关键词 Roof cutting Hydraulic fracture Stress shadow effect Retracement roadway Extended finite element method
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超图上(k,t)-超核维护问题的快速算法献给刘桂真教授80寿辰
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作者 张飞腾 刘彬 方奇志 《中国科学:数学》 CSCD 北大核心 2024年第11期1865-1888,共24页
超图H上的(k,t)-超核是最小度不小于k且每条超边满足关于t的比例约束的极大子超图,其中比例约束是指超边在子超图中包含的顶点数与它在H中包含顶点数之比不小于t.在参数t为常数的前提下,每个顶点的t-超核数为其所在所有(k,t)-超核中的... 超图H上的(k,t)-超核是最小度不小于k且每条超边满足关于t的比例约束的极大子超图,其中比例约束是指超边在子超图中包含的顶点数与它在H中包含顶点数之比不小于t.在参数t为常数的前提下,每个顶点的t-超核数为其所在所有(k,t)-超核中的最大的k.本文研究在动态超图上更新每个顶点的t-超核数这一超核维护问题.首先,本文刻画单超边插入或删除时t-超核数发生变化的顶点所满足的必要条件,据此设计出该情形下的维护算法,并给出其并行算法.然后,本文研究批量插入或删除超边的情形.定义主导顶点不交超边集DDHS(dominant vertices disjoint hyperedge set)并证明在超图上一次插入或删除一个DDHS后每个顶点t-超核数至多变化1.最后,本文通过DDHS设计出并行批量(k,t)-超核维护算法.相比于单超边改变的维护算法,该算法效率更高. 展开更多
关键词 超图 (k t)-超核 超核维护 并行算法 批量处理
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