Tunnel step method discrimination method
A discriminant method, a technology of the step method, which is applied in the field of tunnel and underground engineering, and can solve problems such as the lack of systematic theoretical calculation basis for the construction of the step method
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Embodiment 1
[0082] Embodiment one: if figure 1 Shown, a kind of discrimination method of tunnel step method, this method comprises the following steps:
[0083] (1) Determine the overall excavation height of the tunnel;
[0084] (2) Calculate the maximum value of the one-time excavation height of the tunnel;
[0085] (3) According to the relationship between the overall tunnel excavation height and the maximum one-time excavation height, determine whether the tunnel excavation adopts the step method.
[0086] This method uses the relationship between the one-time excavation height and the overall excavation height of the tunnel to judge, among them, if the overall excavation height of the tunnel H A Greater than the maximum allowable one-time excavation height H of the tunnel max , the step method should be adopted for construction, if the overall tunnel excavation height H A Less than the maximum allowable one-time excavation height H of the tunnel max , then the full-section excava...
Embodiment 2
[0150] Embodiment two: embodiment two is basically the same as embodiment one, and its difference is: as figure 2 As shown, when the tunnel is excavated by steps, it is assumed that the loose collapse range of the top of the tunnel is a simply supported beam (ABCD). for:
[0151]
[0152] In the formula: L is the excavation span of the tunnel; h is the thickness of the simply supported beam (ABCD); the weight of the surrounding rock is ρg.
[0153] According to the relevant theory in material mechanics, the maximum tensile stress on the beam section is:
[0154]
[0155] When stable, the maximum tensile stress should be less than the tensile strength value of the surrounding rock, that is, the maximum tensile stress should satisfy:
[0156] σ max ≤σ t ;
[0157] Where: σ t is the design value of the tensile strength of the tunnel surrounding rock.
[0158] which is:
[0159]
[0160]
[0161] Such as image 3 As shown, when the tunnel is excavated, the coll...
Embodiment 3
[0184] Embodiment 3: The tunnel is a V-level surrounding rock tunnel, and the known mechanical parameters of the surrounding rock of the tunnel are taken as follows:
[0185] ρg (surrounding rock weight) = 20kN / m 3 ;
[0186] C (surrounding rock cohesion) = 0.1MPa;
[0187]
[0188]
[0189] σ t (Design value of tensile strength of tunnel surrounding rock) = 0.12MPa.
[0190] The excavation profile of the tunnel is an elliptical section, the overall excavation height of the tunnel is 10m, and the excavation span is 6m. The excavation profile function of the elliptical section is expressed as:
[0191]
[0192] The function of angle is:
[0193]
[0194] sinα=sin57°=0.838;
[0195] cosα = cos57° = 0.544;
[0196] cotα=cot57°=0.649.
[0197] The specific calculation process includes the following four steps:
[0198] (1) If the tunnel excavation is safe, the parameters of the tunnel excavation profile need to satisfy the relationship of three tunnel instabili...
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