韩冬冬, 刘璐, 李凯玲, 门玉明. 2016: 滑坡防治预应力格构锚固体系数值模拟研究. 工程地质学报, 24(s1): 742-747. DOI: 10.13544/j.cnki.jeg.2016.s1.108
    引用本文: 韩冬冬, 刘璐, 李凯玲, 门玉明. 2016: 滑坡防治预应力格构锚固体系数值模拟研究. 工程地质学报, 24(s1): 742-747. DOI: 10.13544/j.cnki.jeg.2016.s1.108
    HAN Dongdong, LIU Lu, LI Kailing, MEN Yuming. 2016: NUMERICAL ANALYSIS OF PRESTRESSED ANCHOR LATTICE SYSTEM IN LANDSLIDE PROTECTION. JOURNAL OF ENGINEERING GEOLOGY, 24(s1): 742-747. DOI: 10.13544/j.cnki.jeg.2016.s1.108
    Citation: HAN Dongdong, LIU Lu, LI Kailing, MEN Yuming. 2016: NUMERICAL ANALYSIS OF PRESTRESSED ANCHOR LATTICE SYSTEM IN LANDSLIDE PROTECTION. JOURNAL OF ENGINEERING GEOLOGY, 24(s1): 742-747. DOI: 10.13544/j.cnki.jeg.2016.s1.108

    滑坡防治预应力格构锚固体系数值模拟研究

    NUMERICAL ANALYSIS OF PRESTRESSED ANCHOR LATTICE SYSTEM IN LANDSLIDE PROTECTION

    • 摘要: 以大型物理模型试验为基础,采用flac3D有限差分软件建立了滑坡格构锚固模型,模拟分析了格构锚固体系从滑坡初始状态到极限状态的受力特性。结果表明:格构锚固技术可有效地限制滑坡滑移,坡顶荷载作用下,滑坡应力发生变化,在格构梁作用处较大,并向四周逐渐减小,最大应力出现于底梁节点处;锚杆承受非均匀的轴向力,轴力在自由段基本相等,在锚固段自滑面向末端逐渐减小;锚杆从坡顶至坡脚所受拉力逐渐增大;格构梁受力表现为跨中外侧受拉,节点处内侧受拉,最大剪力及弯矩出现于节点处;各横梁受力不同,上排横梁受力小于下排横梁,横梁竖梁受力不同,内力计算时应分别考虑。

       

      Abstract: Based on the large-scale physical model test, we established a landslide model protected by presressed anchor lattice with the finite difference software Flac3D,simulated the landslide from initial state to limit state and analyzed the mechanics properties during this process. The result indicated that anchor frame technique can restrict the slide of landslide effectively. Under load on the top platform of landslide, the stress of the slide changed, which was stronger at the beam and decreased to the surrounding gradually with the maximum stress at the bottom beam node. The anchor bore uneven axial force. The axial force of the free section was basically equal, while the axial force of anchorage section decreased gradually from the slide surface to the end. On the other hand, the axial force of anchors from top to bottom increases gradually. The intermediate of the beam suffered lateral tension while the node part suffered inner tension and the maximum shear force and bending moment occurred at the node. The forces of horizontal beam get stronger from top to bottom. The force of horizontal and vertical beams is different, so the internal force calculation of lattice beam should be considered respectively.

       

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