CN108875152A - A kind of tunnel tunnel face calculating method for stability considering penetration - Google Patents

A kind of tunnel tunnel face calculating method for stability considering penetration Download PDF

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CN108875152A
CN108875152A CN201810524232.5A CN201810524232A CN108875152A CN 108875152 A CN108875152 A CN 108875152A CN 201810524232 A CN201810524232 A CN 201810524232A CN 108875152 A CN108875152 A CN 108875152A
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penetration
tunnel
face
area
country rock
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CN108875152B (en
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安永林
李佳豪
岳健
欧阳鹏博
胡文轩
曾贤臣
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Hunan University of Science and Technology
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    • G06F30/20Design optimisation, verification or simulation
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Abstract

The invention discloses a kind of tunnel tunnel face calculating method for stability for considering penetration.The method of the present invention mainly includes the following steps:(1) it according to parameters such as edpth of tunnel, excavation sizes, determines edpth of tunnel, excavate the geometrical relationship between size and damage envelope;(2) according to seepage flow equilibrium equation and in conjunction with numerical simulation software, average penetration in damage envelope can be obtained;(3) according to conservation of energy principle, the virtual supporting power expression formula of face is acquired;(4) Analysis of Field Geotechnical Parameters is reduced then in conjunction with Strength Reduction Method, so that virtual supporting power is zero, then reduction coefficient at this time is face stability coefficient.Method of the invention can be applied to the face stability analysis of the hypogees structure such as mining tunnel, hydraulic tunnel, subway when water level penetration considered below acts on, and provide reference for the support reinforcement of face.

Description

A kind of tunnel tunnel face calculating method for stability considering penetration
Technical field
The invention belongs to technical field of tunnel construction, and in particular to a kind of tunnel face face stability meter for considering penetration Calculation method.
Background technique
There are many case to collapse because face is unstable, especially water abundant ground, reduction and seepage flow due to water The effects of, even more exacerbate the unstability landslide of face.Nearby surrounding rock stability is current Tunnel Engineering to face, especially soft The critical issue and core governing factor that weak reduction stage rich water tunnel and submerged tunnel construction face, increasingly cause academia With the highest attention of engineering circles, many bases and application problem are urgently to be resolved.Therefore, the stabilization for carrying out rich water tunnel face is ground Study carefully with important theory significance and engineering application value.Currently, it is many to the research that Shield Tunneling face is stable, mainly Using reduction supporting pressure ratio, plasticity limit analysis upper bound method and limit equilibrium method etc.;And the stabilization of Tunneling by mining method face is ground Study carefully and be not much, the research of especially water rich strata is seldom.
Summary of the invention
It is an object of the invention in view of the above-mentioned problems existing in the prior art, provide a kind of tunnel palm for considering penetration Sub- face stability calculation method.
Above-mentioned purpose of the invention is realized by the following technical solutions:
The tunnel tunnel face calculating method for stability of the consideration penetration, includes the following steps:
(1) determine that surrounding rock failure body feeds through between the range of earth's surface and tunnel excavation height and each parameter of edpth of tunnel Geometrical relationship it is as follows:
Wherein, D is tunnel excavation height;r0For the width of face top front rupture;For the internal friction angle of country rock;h For the height for more than tunnel arch destroying body;H is edpth of tunnel, i.e. the vertical range of earth's surface to tunnel vault;lBIt is broken for country rock Bad body feeds through to the range of earth's surface;
(2) penetration is determined by following steps:
Wherein, kx、ky、kzFor the infiltration coefficient in three directions of x, y, z;Ψ is head height function;
Formula (4) is a partial differential equation, by numerical analysis method, that is, numerical simulation software, in conjunction with the boundary condition of seepage flow, Can be in the hope of the head height of tunnel perimeter each point, and then acquire the hydraulic gradient of each point and the size of unit permeation power:
Wherein, ix、iy、izFor the hydraulic gradient in three directions of x, y, z;γwFor the severe of water;jx、jy、 jzFor x, y, z three The unit permeation power in a direction;
The case where for two-dimensional surface seepage flow, and all directions infiltration coefficient is identical, then formula (4), formula (5), formula (6) can be with It is simplified as:
1. for destroyed area, the entire direction the x penetration size that is averaged is:jax=∑ jaxiAai/Aa
1. for destroyed area, the entire direction the y penetration size that is averaged is:jay=∑ jayiAai/Aa
2. for destroyed area, the entire direction the x penetration size that is averaged is:jbx=∑ jbxiAbi/Ab
2. for destroyed area, the entire direction the y penetration size that is averaged is:jby=∑ jbyiAbi/Ab
3. for destroyed area, the entire direction the x penetration size that is averaged is:jcx=∑ jcxiAci/Ac
3. for destroyed area, the entire direction the y penetration size that is averaged is:jcy=∑ jcyiAci/Ac
Wherein, Aa、Ab、AcFor the area of destroyed area a, b, c;AaiFor destroyed area 1. in i-th of unit area;Abi For destroyed area 2. in i-th of unit area;AciFor destroyed area 3. in i-th of unit area;jaxi1. for destroyed area The penetration in the interior direction i-th of unit x;jayiFor destroyed area 1. in i-th of direction unit y penetration;jbxiFor destruction area Domain 2. in i-th of direction unit x penetration;jbyiFor destroyed area 2. in i-th of direction unit y penetration;jcxiIt is broken Error area 3. in i-th of direction unit x penetration;jcyiFor destroyed area 3. in i-th of direction unit y penetration;
Face is by the total size of penetration:
Wherein, Jx=jaxAa+jbxAb+jcxAc, i.e. the direction x penetration;Jy=jayAa+jbyAb+jcyAc, i.e. the direction y is permeated Power;
(3) the virtual supporting power of face is determined by following formula:
Wherein, σTFor the virtual supporting power of face;γ ' is country rock effective unit weight;D is tunnel excavation height;σsIt is super for earth's surface It carries;C is country rock cohesion;Nγ'、Ns、NcRespectively country rock effective unit weight, earth's surface overload and country rock cohesion bearing capacity factor;Wj For penetration working power in entire damage envelope, v0For the speed of arch collapsing body;
Nγ'、Ns、Nc、WjIt is determined respectively by following formula:
Wj=Wjax+Wjay+Wjbx+Wjby+Wjcx+Wjcy(15);
Wherein:
Wjax=0 (16);
Wjay=jay·v0·0.5[r0h-lB(h-H)] (17);
Composite type 11 is to formula 21, if σT>0, expression needs supporting power, if face country rock not supporting, then can collapse;If σT≤ 0, expression does not need supporting power, i.e. face country rock is stable;
(4) it is based on Strength Reduction Method, is enabled:
Wherein, F is reduction coefficient, i.e. the minimum buckling safety factor of tunnel tunnel face;C' is by the country rock after the reduction of F value Cohesion,For by the country rock internal friction angle after the reduction of F value;
It (five) will be in step (4)It brings step (3) Chinese style (11) into, and enables σT=0, then:
Wherein, Nγ′' beWithCountry rock effective unit weight bearing capacity factor N afterγ', Ns' beWithGround after Table overload bearing capacity factor Ns, Nc' beWithCountry rock cohesion bearing capacity factor N afterc
Formula (23) is a nonlinear equation, can stablize safety by tentative calculation or programming in the hope of the minimum of tunnel tunnel face Coefficient F;Change water level line position, then considers the face stability coefficient of penetration under available different water levels.
The present invention the advantage is that compared with existing research method:To consider that penetration judges that tunnel tunnel face is stablized Property provides calculation method;The size of penetration suffered by face can be calculated accordingly, and can determine whether the stability of face, such as Water level is excessively high to lead to face unstability;Or the very poor seepage flow of water in addition of country rock nature leads to face unstability etc..Of the invention Method can also be applied to the hypogees structure such as mining tunnel, hydraulic tunnel, subway when water level penetration considered below acts on Face stability analysis, and provide reference for the support reinforcement of face.
Detailed description of the invention
Fig. 1 is the Computing Principle schematic diagram of the method for the present invention.
In Fig. 1, D is tunnel excavation height;r0For the width of face top front rupture;For the internal friction angle of country rock; H is the height that body is destroyed in tunnel arch or more;H is edpth of tunnel, i.e. the vertical range of earth's surface to tunnel vault;HwFor water level line To the distance of vault;lBThe range of earth's surface is fed through to for surrounding rock failure body;σsFor earth's surface overload;σTFor the virtual supporting power of face; 1. being made of for arch caved material above face OBFG;2. shearing caved material for face front upper place logarithm, it is made of OBE; 3. being front of tunnel heading caved material, it is made of OEA;v0For the speed of arch collapsing body;vOBFor the speed of face front upper place B point Degree;vOEFor the speed of face front upper place E point.
Fig. 2 is that numerical simulation of the embodiment of the present invention obtains pore water pressure distribution picture, unit kPa.
Fig. 3 is that numerical simulation of the embodiment of the present invention obtains the direction x hydraulic gradient picture in caved material, unit kPa.
Fig. 4 is that numerical simulation of the embodiment of the present invention obtains the direction y hydraulic gradient picture in caved material, unit kPa.
Fig. 5 is that numerical simulation of the embodiment of the present invention obtains the hydraulic gradient picture in the direction x and y direction composition in caved material, Unit is kPa.
Fig. 6 is the graph of relation of reduction coefficient of the embodiment of the present invention and virtual supporting power.
Specific embodiment
The present invention is described in further detail with reference to the accompanying drawings and examples.
Referring to Fig. 1, this case history is certain submerged tunnel, is constructed using three benching tunnelling methods, top bar height D=4.07m, Edpth of tunnel H=16.9m, the internal friction angle of country rockIt is 25 °, country rock cohesion c is 150kPa, and infiltration coefficient is 0.000003125m/s, country rock effective unit weight are 13kN/m3, the severe of water is 10kN/m3, distance of the water level apart from vault is Hw =25.9m.
The tunnel tunnel face calculating method for stability of penetration is considered using the present invention, steps are as follows:
(1) determine that surrounding rock failure body feeds through between the range of earth's surface and tunnel excavation height and each parameter of edpth of tunnel Geometrical relationship it is as follows:
Wherein, D is tunnel excavation height;r0For the width of face top front rupture;For the internal friction angle of country rock; H is the height that body is destroyed in tunnel arch or more;H is edpth of tunnel, i.e. the vertical range of earth's surface to tunnel vault;lBIt is broken for country rock Bad body feeds through to the range of earth's surface;
(2) penetration is determined by following steps:
Wherein, kx、ky、kzFor the infiltration coefficient in three directions of x, y, z;Ψ is head height function;
Formula (4) is a partial differential equation, by numerical analysis method, that is, numerical simulation software, in conjunction with the boundary condition of seepage flow, Can be in the hope of the head height of tunnel perimeter each point, and then acquire the hydraulic gradient of each point and the size of unit permeation power:
Wherein, ix、iy、izFor the hydraulic gradient in three directions of x, y, z;γwFor the severe of water;jx、jy、 jzFor x, y, z three The unit permeation power in a direction;
The case where for two-dimensional surface seepage flow, and all directions infiltration coefficient is identical, then formula (4), formula (5), formula (6) can be with It is simplified as:
1. for destroyed area, the entire direction the x penetration size that is averaged is:jax=∑ jaxiAai/Aa
1. for destroyed area, the entire direction the y penetration size that is averaged is:jay=∑ jayiAai/Aa
2. for destroyed area, the entire direction the x penetration size that is averaged is:jbx=∑ jbxiAbi/Ab
2. for destroyed area, the entire direction the y penetration size that is averaged is:jby=∑ jbyiAbi/Ab
3. for destroyed area, the entire direction the x penetration size that is averaged is:jcx=∑ jcxiAci/Ac
3. for destroyed area, the entire direction the y penetration size that is averaged is:jcy=∑ jcyiAci/Ac
Wherein, Aa、Ab、AcFor the area of destroyed area a, b, c;AaiFor destroyed area 1. in i-th of unit area;Abi For destroyed area 2. in i-th of unit area;AciFor destroyed area 3. in i-th of unit area;jaxi1. for destroyed area The penetration in the interior direction i-th of unit x;jayiFor destroyed area 1. in i-th of direction unit y penetration;jbxiFor destruction area Domain 2. in i-th of direction unit x penetration;jbyiFor destroyed area 2. in i-th of direction unit y penetration;jcxiIt is broken Error area 3. in i-th of direction unit x penetration;jcyiFor destroyed area 3. in i-th of direction unit y penetration;
Face is by the total size of penetration:
Wherein, Jx=jaxAa+jbxAb+jcxAc, i.e. the direction x penetration;Jy=jayAa+jbyAb+jcyAc, i.e. the direction y is permeated Power;
(3) the virtual supporting power of face is determined by following formula:
Wherein, σTFor the virtual supporting power of face;γ ' is country rock effective unit weight;D is tunnel excavation height;σsIt is super for earth's surface It carries;C is country rock cohesion;Nγ'、Ns、NcRespectively country rock effective unit weight, earth's surface overload and country rock cohesion bearing capacity factor;Wj For penetration working power in entire damage envelope, v0For the speed of arch collapsing body;
Nγ'、Ns、Nc、WjIt is determined respectively by following formula:
Wj=Wjax+Wjay+Wjbx+Wjby+Wjcx+Wjcy(15);
Wherein:
Wjax=0 (16);
Wjay=jay·v0·0.5[r0h-lB(h-H)] (17);
Composite type 11 is to formula 21, if σT>0, expression needs supporting power, if face country rock not supporting, then can collapse;If σT≤ 0, expression does not need supporting power, i.e. face country rock is stable;
(4) it is based on Strength Reduction Method, is enabled:
Wherein, F is reduction coefficient, i.e. the minimum buckling safety factor of tunnel tunnel face;C' is by the country rock after the reduction of F value Cohesion,For by the country rock internal friction angle after the reduction of F value;
It (five) will be in step (4)It brings step (3) Chinese style (11) into, and enables σT=0, then:
Wherein, Nγ′' beWithCountry rock effective unit weight bearing capacity factor N afterγ', Ns' beWithGround after Table overload bearing capacity factor Ns, Nc' beWithCountry rock cohesion bearing capacity factor N afterc
Formula (23) is a nonlinear equation, can stablize safety by tentative calculation or programming in the hope of the minimum of tunnel tunnel face Coefficient F;Change water level line position, then considers the face stability coefficient of penetration under available different water levels.
The numerical simulation of (two) obtains through the above steps pore water pressure distribution map is as shown in Fig. 2, the side x in caved material To hydraulic gradient figure as shown in figure 3, the direction y hydraulic gradient figure is as shown in figure 4, the direction x and the direction y are closed in caved material in caved material At hydraulic gradient figure it is as shown in Figure 5.By in step (2) to each destroyed area 1.~3. penetration average, then may be used It obtains:
The destroyed area direction x that is 1. averaged is averaged penetration jax=-23.39kN/m3
The destroyed area direction y that is 1. averaged is averaged penetration jay=21.54kN/m3
The destroyed area direction x that is 2. averaged is averaged penetration jax=-29.97kN/m3
The destroyed area direction y that is 2. averaged is averaged penetration jay=11.78kN/m3
The destroyed area direction x that is 3. averaged is averaged penetration jax=-37.53kN/m3
The destroyed area direction y that is 3. averaged is averaged penetration jay=7.78kN/m3
From the above it can be seen that face is nearby based on horizontal direction penetration.
It is calculated by step (3), required supporting power σT=-264.52kPa<0, expression does not need supporting power, I.e. face country rock is stable.Further by the Strength Reduction Method of step (4), step (5), available face is steady Dingan County's overall coefficient is 5.99, as shown in Figure 6.

Claims (1)

1. a kind of tunnel tunnel face calculating method for stability for considering penetration, it is characterised in that include the following steps:
(1) it is several between the range of earth's surface and tunnel excavation height and each parameter of edpth of tunnel to determine that surrounding rock failure body feeds through to What relationship is as follows:
Wherein, D is tunnel excavation height;r0For the width of face top front rupture;For the internal friction angle of country rock;H is tunnel More than road arch destroy the height of body;H is edpth of tunnel, i.e. the vertical range of earth's surface to tunnel vault;lBFor surrounding rock failure body Feed through to the range of earth's surface;
(2) penetration is determined by following steps:
Wherein, kx、ky、kzFor the infiltration coefficient in three directions of x, y, z;Ψ is head height function;
Formula (4) is a partial differential equation,, can be in conjunction with the boundary condition of seepage flow by numerical analysis method, that is, numerical simulation software The head height of tunnel perimeter each point is acquired, and then acquires the hydraulic gradient of each point and the size of unit permeation power:
Wherein, ix、iy、izFor the hydraulic gradient in three directions of x, y, z;γwFor the severe of water;jx、jy、jzFor three directions of x, y, z Unit permeation power;
The case where for two-dimensional surface seepage flow, and all directions infiltration coefficient is identical, then formula (4), formula (5), formula (6) can simplify It is as follows:
1. for destroyed area, the entire direction the x penetration size that is averaged is:jax=∑ jaxiAai/Aa
1. for destroyed area, the entire direction the y penetration size that is averaged is:jay=∑ jayiAai/Aa
2. for destroyed area, the entire direction the x penetration size that is averaged is:jbx=∑ jbxiAbi/Ab
2. for destroyed area, the entire direction the y penetration size that is averaged is:jby=∑ jbyiAbi/Ab
3. for destroyed area, the entire direction the x penetration size that is averaged is:jcx=∑ jcxiAci/Ac
3. for destroyed area, the entire direction the y penetration size that is averaged is:jcy=∑ jcyiAci/Ac
Wherein, Aa、Ab、AcFor the area of destroyed area a, b, c;AaiFor destroyed area 1. in i-th of unit area;AbiIt is broken Error area 2. in i-th of unit area;AciFor destroyed area 3. in i-th of unit area;jaxiFor destroyed area 1. in the The penetration in the i direction unit x;jayiFor destroyed area 1. in i-th of direction unit y penetration;jbxi2. for destroyed area The penetration in the interior direction i-th of unit x;jbyiFor destroyed area 2. in i-th of direction unit y penetration;jcxiFor destruction area Domain 3. in i-th of direction unit x penetration;jcyiFor destroyed area 3. in i-th of direction unit y penetration;
Face is by the total size of penetration:
Wherein, Jx=jaxAa+jbxAb+jcxAc, i.e. the direction x penetration;Jy=jayAa+jbyAb+jcyAc, i.e. the direction y penetration;
(3) the virtual supporting power of face is determined by following formula:
Wherein, σTFor the virtual supporting power of face;γ ' is country rock effective unit weight;D is tunnel excavation height;σsFor earth's surface overload;c For country rock cohesion;Nγ'、Ns、NcRespectively country rock effective unit weight, earth's surface overload and country rock cohesion bearing capacity factor;WjIt is whole Penetration working power, v in a damage envelope0For the speed of arch collapsing body;
Nγ'、Ns、Nc、WjIt is determined respectively by following formula:
Wj=Wjax+Wjay+Wjbx+Wjby+Wjcx+Wjcy(15);
Wherein:
Wjax=0 (16);
Wjay=jay·v0·0.5[r0h-lB(h-H)] (17);
Composite type 11 is to formula 21, if σT>0, expression needs supporting power, if face country rock not supporting, then can collapse;If σT≤ 0, expression does not need supporting power, i.e. face country rock is stable;
(4) it is based on Strength Reduction Method, is enabled:
Wherein, F is reduction coefficient, i.e. the minimum buckling safety factor of tunnel tunnel face;C' is glutinous poly- by the country rock after the reduction of F value Power,For by the country rock internal friction angle after the reduction of F value;
(5) by step (4) c',It brings step (3) Chinese style (11) into, and enables σT=0, then:
Wherein, Nγ′" beWithCountry rock effective unit weight bearing capacity factor N afterγ', Ns' beWithEarth's surface after is super Carry bearing capacity factor Ns, Nc' beWithCountry rock cohesion bearing capacity factor N afterc
Formula (23) is a nonlinear equation, can be in the hope of the minimum buckling safety factor of tunnel tunnel face by tentative calculation or programming F;Change water level line position, then considers the face stability coefficient of penetration under available different water levels.
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CN110210069A (en) * 2019-05-09 2019-09-06 西南交通大学 Tunnel advanced support System Design method and tunnel advanced support design method
CN110276097A (en) * 2019-05-09 2019-09-24 西南交通大学 Face Design of bolt support method
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CN111898187A (en) * 2020-07-23 2020-11-06 武汉大学 Method for determining longitudinal model range value of tunnel excavation seepage simulation analysis
CN112084564A (en) * 2020-09-21 2020-12-15 中南大学 Method and device for evaluating stability of tunnel face of glass fiber anchor rod pre-reinforcing tunnel and storage medium
CN112098120A (en) * 2020-08-04 2020-12-18 中国铁建股份有限公司 Experimental method and device for measuring influence of split grouting on tunnel face stability
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CN109740183A (en) * 2018-12-06 2019-05-10 武汉理工大学 Tunnel tunnel face estimation of stability model and benching tunnelling method excavation height design method
CN110210069A (en) * 2019-05-09 2019-09-06 西南交通大学 Tunnel advanced support System Design method and tunnel advanced support design method
CN110276097A (en) * 2019-05-09 2019-09-24 西南交通大学 Face Design of bolt support method
CN110210069B (en) * 2019-05-09 2023-04-18 西南交通大学 Tunnel advanced support system design method and tunnel advanced support design method
CN110472314A (en) * 2019-07-30 2019-11-19 湖南科技大学 A method of there are area face stabilities under weak intercalated layer in assessment tunnel
CN110472314B (en) * 2019-07-30 2023-04-07 湖南科技大学 Method for evaluating stability of tunnel face under weak interlayer in tunnel
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CN112098120A (en) * 2020-08-04 2020-12-18 中国铁建股份有限公司 Experimental method and device for measuring influence of split grouting on tunnel face stability
CN112084564B (en) * 2020-09-21 2022-06-10 中南大学 Method and device for evaluating stability of tunnel face of glass fiber anchor rod pre-reinforcing tunnel and storage medium
CN112084564A (en) * 2020-09-21 2020-12-15 中南大学 Method and device for evaluating stability of tunnel face of glass fiber anchor rod pre-reinforcing tunnel and storage medium
CN112182729A (en) * 2020-10-26 2021-01-05 武汉理工大学 Tunnel face stability rapid determination method based on naive Bayes
CN113553653B (en) * 2021-07-29 2022-05-13 湖南科技大学 Method for determining surrounding rock pressure of deeply buried unequal-span tunnel in lithologic stratum
CN113569317A (en) * 2021-07-29 2021-10-29 湖南科技大学 Method for determining pressure of tunnel surrounding rock with different buried soil texture layers and unequal spans
CN113553653A (en) * 2021-07-29 2021-10-26 湖南科技大学 Method for determining surrounding rock pressure of deeply buried unequal-span tunnel in lithologic stratum
CN113569317B (en) * 2021-07-29 2023-10-27 湖南科技大学 Method for determining surrounding rock pressure of deep buried unequal-span tunnel of soil stratum
CN114117581A (en) * 2021-10-22 2022-03-01 西南交通大学 Slurry penetration range calculation method in tunnel shallow-buried-section high-pressure jet grouting pile method reinforcement
CN114970122A (en) * 2022-05-10 2022-08-30 苏州大学 Method and system for calculating optimal support force of instability of shield tunnel driving face
CN114970122B (en) * 2022-05-10 2023-07-11 苏州大学 Method and system for calculating unsteady optimal supporting force of shield tunnel driving surface

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