关键词: 矩形隧道, 坡度角, 开挖面稳定, 极限平衡分析, 支护压力

Abstract: In this study, a tunnel line slope angle is introduced to optimize the traditional silo model, and an instability model of rectangular pipe jacking excavation surface is established considering the effect of pressure inside the silo during uphill tunneling. Both these approaches aim to investigate the stability of excavation surface of rectangular pipe jacking during uphill tunneling. Based on the limit equilibrium theory, the pressure expression of bulkhead soil chamber is derived, and the influence of soil shear strength parameters and line slope angle on the stability of excavation face is discussed. The parameter analysis shows that the pressure of soil chamber decreases nonlinearly with an increase in effective internal friction angle of soil and increases linearly with an increase in slope angle of the line. Comparison of the proposed instability model with the existing theoretical model and numerical simulation shows that the proposed model is superior in predicting the failure slip surface at the bottom of the tunnel. The instability model is verified based on a rectangular pipe jacking project in Hangzhou. The comparison results show that the instability model has good engineering adaptability.

Key words: rectangular tunnel, angle of gradient, stability of excavation surface, limit equilibrium analysis, support pressure