水下隧道复合式衬砌水压特征研究

Study on the Characteristics of Water Pressure on the Composite Lining in Underwater Tunnels

  • 摘要: 水下隧道无论在施工期还是运营期,时刻都处于有无限水源补给且水头恒定的水体下,因此水压是水下隧道衬砌结构设计的主要荷载之一。文章通过理论分析、模型试验和对厦门海底隧道现场实测数据的分析,研究了水下隧道复合式衬砌的水压特征。研究表明:(1)仅在考虑隧道排水时,注浆圈才能发挥减小对衬砌水压的作用。随注浆厚度增加,衬砌水压减少,且注浆效果越好,衬砌水压降低越明显,而相应注浆圈分担的水压也就越高,但是注浆圈厚度的无限增大对减少衬砌水压作用甚微,合理的注浆厚度在3~8 m范围内;(2)随着初期支护抗渗性的加强,衬砌水压明显增加。设计时必须考虑初期支护承受一定的水压。初期支护水压主要取决于注浆层与初期支护渗透系数的比值;(3)不论注浆水平如何,不论初期支护、二次衬砌渗透系数如何,二次衬砌水压折减系数的大小关键取决于进入初期支护的水量能被多大程度地排出,即取决于隧道排水量与进入初期支护水量的比值。在确定二次衬砌水压时,还应考虑初始渗流场的影响。研究可为水下隧道和高水压山岭隧道的结构设计提供参考。

     

    Abstract: An underwater tunnel, whether in the construction or operation phase, is always located under the water, with an unlimited water supply and constant head; thus, the water pressure is one of the main loads to be considered for the lining structure design for an underwater tunnel. In this paper, the characteristics of water pressure on composite linings in underwater tunnels are studied by a theoretical analysis, model test, and field-measured data analysis of the Xiamen subsea tunnel. The research show that: (1) when only considering tunnel drainage, the grouting circle can reduce the water pressure on the lining. Water pressure on the lining reduces with an increase of grouting thickness, and the better the grouting effect is, the more obvious the reduction in water pressure, with the higher water pressure shared by the relevant grouting circle. However, the unlimited increase of the thickness of the grouting circle has little effect on the reduction of the water pressure, so a reasonable grouting thickness is 3~8m; (2) the water pressure on the lining obviously increases with the strengthening of primary support permeability resistance. Certain water pressure on the primary support must be considered in the design, and the water pressure on the primary support is mainly dependent on the ratio of the permeability coefficient of the grouting layer to that of the primary support; and (3) the reduction coefficient of water pressure on the secondary lining depends on the discharge of water permeating into the primary lining, namely, the ratio of the water drainage of the tunnel to the volume of water permeating into the primary lining, regardless of the grouting effect and the permeability coefficient of the primary support and secondary lining. During the determination of water pressure on the secondary lining, the impact of the initial seepage field has to be considered. This research can provide a reference for the structural design of underwater tunnels and mountain tunnels with high water pressure.

     

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