CN112989467A - Simplified Bischot-based soil slope deep-buried shear pile support structure design method - Google Patents

Simplified Bischot-based soil slope deep-buried shear pile support structure design method Download PDF

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CN112989467A
CN112989467A CN202110254794.4A CN202110254794A CN112989467A CN 112989467 A CN112989467 A CN 112989467A CN 202110254794 A CN202110254794 A CN 202110254794A CN 112989467 A CN112989467 A CN 112989467A
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沈志平
孙秀东
付君宜
余永康
刘慧�
刘欢
尹林莉
李振庆
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Zhengye Engineering & Investment Inc Ltd
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    • EFIXED CONSTRUCTIONS
    • E02HYDRAULIC ENGINEERING; FOUNDATIONS; SOIL SHIFTING
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Abstract

The invention discloses a simplified Bishou-Pupu-method-based soil slope deep-buried shear pile support structure design method, which comprises the following implementation processes of: preliminarily determining the arrangement position of the deeply-buried shear pile on the side slope, wherein the row pitch and the pile pitch are both s, and the pile diameter is D; selecting a row of shear piles and a side slope within the calculation width range as a calculation unit, dividing a sliding body part of the calculation unit into n strips according to a sliding surface form, using i to represent any one of the strips, setting the number of the shear piles to be m rows, and representing the strips containing the shear piles when i is k + 1-k + m. Based on the simplified Bischo method, stress analysis is carried out on each block, the anti-slip force provided by the shear resistance of the steel bar is considered, and the safety coefficient of the slope is calculated to be FsCross-sectional area A of reinforcing bar bundle needed by shear pilespThereby performing the arrangement of the tendons. The inventionThe method has better operability, takes economic efficiency into consideration on the premise of ensuring safety, is favorable for saving the construction period and reduces the possibility of disaster occurrence.

Description

Simplified Bischot-based soil slope deep-buried shear pile support structure design method
Technical Field
The invention relates to a design method of a side slope supporting structure, in particular to a design method of a soil side slope deep-buried shear pile supporting structure based on a simplified Bishou method.
Background
Along with the expansion of various construction scales, the frequent occurrence of geological disasters such as slope instability, landslide and the like, the construction of a supporting structure is required to be convenient and rapid, the disturbance to a landslide body is small, the operation is economic and reasonable in landslide prevention and particularly landslide emergency rescue, the requirements of existing treatment means such as load reduction, back pressure, anchor cables, anti-slide piles and other retaining forms on site conditions are high, the construction period is generally long, and the application has certain limitation. The invention provides a simplified Bischu-process-based soil slope deep-buried shear pile support structure design method, which adopts shear piles poured by steel bar bundles and cement mortar to support, and provides anti-sliding force by utilizing the shear resistance of the cross section of the steel bar bundles; and (3) calculating the residual slip force according to a simplified Bishop method, distributing the residual slip force to each row of piles, determining the sectional area of the tendon of each row of shear piles required by meeting the limit balance state of the side slope, determining the arrangement of the tendons, and checking the anti-pulling stability to obtain the lengths of the shear piles embedded into the bedrock and the sliding body. This stake of shearing has better maneuverability, and the site operation is convenient, can effectively provide the cling compound power to the sliding surface, compromises economic nature under the prerequisite of guaranteeing safety, avoids unnecessary extravagant, helps saving the time limit for a project, reduces the possibility that the calamity took place.
Disclosure of Invention
Aiming at the problems, the technical problems to be solved by the invention are as follows: a simplified Bischo-Techno-based method for designing a deep-buried shear pile supporting structure of a soil slope aims to solve the problems that an existing landslide supporting means is long in construction time, large in disturbance to a landslide body and poor in economical efficiency when used for landslide emergency rescue.
The technical method adopted by the invention is as follows: a method for designing a soil slope deep-buried shear pile supporting structure based on a simplified Bischu method comprises the following steps:
the method comprises the following steps: preliminarily determining that m rows of deeply buried shear piles are arranged at proper positions along the direction parallel to the trend of the side slope, wherein the row spacing and the pile spacing are both s, and the pile diameter is D;
step two: selecting a row of shear piles and a side slope within the range of the calculation width (namely pile spacing s) of the shear piles as a calculation unit, dividing a sliding body part of the calculation unit into n strips from the rear edge to the front edge of the sliding body according to a sliding surface form in a sequence of 1-n, wherein the horizontal projection length of each strip is s, i represents the number of any one strip (the value range of i is 1-n), the number of the strip containing the shear piles in the strips 1-n is k + 1-k + m, k represents the number of the previous strip containing the shear pile strip in the first row, k +1 represents the number of the strip containing the shear piles in the first row, k +2 represents the number of the strip containing the shear piles in the second row, and so on, k + m represents the number of the strip of the last shear pile in the last row;
step three: based on a simplified Bishop method, stress analysis is carried out on each block, and the safety factor F of the slope is calculated according to the following formulasCross-sectional area A of reinforcing bar bundle needed by shear pilespThereby performing the tendon deployment;
Pi=Ei-1+Nisinθi-Ei-Ticosθi
Figure BDA0002967657190000021
Figure BDA0002967657190000022
Figure BDA0002967657190000023
wherein,
Figure BDA0002967657190000024
Figure BDA0002967657190000025
Figure BDA0002967657190000026
in the formula, FsThe safety coefficient of the side slope is set; piThe remaining slip force for the ith bar; p is the total remaining slip force of the n bars; ppThe gliding force which is born by a single shear pile; ei-1、EiIs the acting force between the horizontal bars,
Figure BDA0002967657190000031
Tithe strip bottom has anti-sliding force; n is a radical ofiThe normal acting force of the strip bottom is adopted; thetaiThe sliding surface inclination angle of the ith strip block; wiIs the weight of the ith bar; liThe length of the sliding surface of the ith strip block is; c. CiThe cohesive force of the sliding surface of the ith strip block;
Figure BDA0002967657190000032
the sliding surface internal friction angle of the ith strip block; f. ofvThe design value of the shear strength of the steel bar is obtained;
step four: calculating the length of the anchoring section of the shear-resistant pile foundation rock and the length of the embedded sliding body section according to the following formula by checking the uplift bearing capacity of the anchoring body;
Figure BDA0002967657190000033
Figure BDA0002967657190000034
in the formula, laThe length of the anchoring section of the shear pile; k is the anti-pulling safety coefficient of the anchoring body; f. ofyThe design value of the tensile strength of the steel bar is; d is the pile diameter; f. ofrbkThe ultimate bonding strength standard value between the rock-soil layer and the anchoring body is adopted, the ultimate bonding strength between the bedrock and the anchoring body is adopted when the embedded section length of the shear pile in the bedrock is calculated, and the ultimate bonding strength between the sliding body and the anchoring body is adopted when the embedded section length of the shear pile in the sliding body is calculated; n is the number of the steel bars contained in the steel bar bundle; dsThe diameter of the steel bar; f. ofbThe design value of the bonding strength between the steel bar and the anchoring mortar is obtained; alpha is the reduction coefficient of the bonding strength when 2 or more than 2 steel bars are adopted and bound into the steel bar bundles.
Drawings
FIG. 1 is a schematic plan view of a shear pile according to an embodiment of the present invention
FIG. 2 is a schematic diagram of the division of the arc sliding surface side slope slider bars in the embodiment of the present invention;
FIG. 3 is a force analysis diagram of a bar comprising an array of shear piles according to an embodiment of the present invention;
fig. 4 is a large cross-sectional view of a shear pile according to an embodiment of the present invention.
Detailed Description
The following will clearly and completely describe the specific embodiments of the technical solution of the present invention.
A method for designing a soil slope deep-buried shear pile supporting structure based on a simplified Bischu method comprises the following specific implementation processes:
as shown in fig. 1, in a slope sliding along an arc-shaped sliding surface, m rows of deeply-buried shear piles are arranged at appropriate positions along a direction parallel to the direction of the slope, the row spacing and the pile spacing are both s, the pile diameter is D, and a row of shear piles and a slope sliding body within the range of the calculation width (i.e. the pile spacing s) thereof are selected as a calculation unit for analysis;
as shown in fig. 2, according to the form of a sliding surface, dividing the sliding body part of the computing unit into n strips from the rear edge to the front edge of the sliding body in the order of 1-n, wherein the horizontal projection lengths of the strips are s, i represents the number of any one strip (i ranges from 1 to n), the number of the strips containing the shear piles in the strips 1-n is k + 1-k + m, k represents the number of the previous strip containing the shear pile in the first row, k +1 represents the number of the strips containing the shear piles in the first row, k +2 represents the number of the strips containing the shear piles in the second row, and so on, k + m represents the number of the strips containing the last shear pile in the last row;
based on a simplified Bishop method, stress analysis is carried out on each block, and the safety factor F of the slope is calculated according to the following formulasCross-sectional area A of reinforcing bar bundle needed by shear pilespThereby performing the tendon deployment;
according to the satisfaction of a safety factor FsThe ultimate equilibrium conditions of (c) can be:
Figure BDA0002967657190000041
considering the balance of forces in the vertical direction of the bar:
Nicosθi+Tisinθi=Wi (2)
the formula (1) and (2) can be used for obtaining:
Figure BDA0002967657190000042
Figure BDA0002967657190000043
as shown in FIG. 3, the remaining sliding force P of the bar iiThe analytical expression of (a) is as follows:
Pi=Ei-1+Nisinθi-Ei-Ticosθi (5)
calculating the integral remaining sliding force of the slope sliding body in the unit as follows:
Figure BDA0002967657190000051
it is known that
Figure BDA0002967657190000052
Substituting formulae (1), (3) and (4) into (6) can result in:
Figure BDA0002967657190000053
and one row of m shear piles commonly resist the integral downward sliding force of the slope sliding body in the calculation unit, and the residual sliding force of each shear pile bearing is as follows:
Figure BDA0002967657190000054
the cross-sectional area configuration of the shear pile tendon requires the following formula:
Figure BDA0002967657190000055
in the formula, FsThe safety coefficient of the side slope is set; piThe remaining slip force for the ith bar; p is the total remaining slip force of the n bars; ppThe gliding force which is born by a single shear pile; ei-1、EiIs the acting force between the horizontal bars,
Figure BDA0002967657190000056
Tithe strip bottom has anti-sliding force; n is a radical ofiThe normal acting force of the strip bottom is adopted; thetaiThe sliding surface inclination angle of the ith strip block; wiIs the weight of the ith bar; liThe length of the sliding surface of the ith strip block is; c. CiThe cohesive force of the sliding surface of the ith strip block;
Figure BDA0002967657190000057
the sliding surface internal friction angle of the ith strip block; f. ofvThe design value of the shear strength of the steel bar is obtained;
as shown in fig. 4, the shear piles are formed by pouring the reinforcing steel bundles and cement mortar, and the length of the embedded sliding body and the length of the embedded bedrock of each row of shear piles can be calculated according to the requirement that the anti-pulling bearing capacity of the shear piles meets the requirement, namely the bonding strength between the grouting body and the soil body of the hole wall at the anchoring section and the bonding strength between the reinforcing steel bars and the grouting body at the anchoring section meet the requirement, and can be calculated according to the following formula, and the larger value is selected.
Figure BDA0002967657190000058
Figure BDA0002967657190000059
In the formula, laThe length of the anchoring section of the shear pile; k is the anti-pulling safety coefficient of the anchoring body; f. ofyThe design value of the tensile strength of the steel bar is; d is the pile diameter; f. ofrbkThe ultimate bonding strength standard value between the rock-soil layer and the anchoring body is adopted, the ultimate bonding strength between the bedrock and the anchoring body is adopted when the embedded section length of the shear pile in the bedrock is calculated, and the ultimate bonding strength between the sliding body and the anchoring body is adopted when the embedded section length of the shear pile in the sliding body is calculated; n is the number of the steel bars contained in the steel bar bundle; dsThe diameter of the steel bar; f. ofbThe design value of the bonding strength between the steel bar and the anchoring mortar is obtained; alpha is the reduction coefficient of the bonding strength when 2 or more than 2 steel bars are adopted and bound into the steel bar bundles.
The invention provides a design method of a deep-buried shear pile supporting structure aiming at a soil slope with an arc sliding surface, which considers the anti-sliding force provided by the shearing resistance of a steel bar, calculates the integral residual sliding force by a simplified Bishop method, distributes the integral residual sliding force to each row of piles, determines the section area of each row of shear pile steel bar bundles required by meeting the limit balance state of the slope, and calculates the length of the shear pile embedded in bedrock and a sliding body determined by the pulling resistance stability. The design method of the supporting structure is rapid in construction, economical and reasonable and provides for landslide emergency engineering.
The above description is only an embodiment of the present invention, but the scope of the present invention is not limited thereto, and any changes or substitutions without creative efforts should be covered within the scope of the present invention.

Claims (1)

1. A method for designing a deep-buried shear pile supporting structure of a soil slope based on a simplified Bixiao universal method is characterized by comprising the following steps of: the method comprises the following steps:
the method comprises the following steps: preliminarily determining that m rows of deeply buried shear piles are arranged at proper positions along the direction parallel to the trend of the side slope, wherein the row spacing and the pile spacing are both s, and the pile diameter is D;
step two: selecting a row of shear piles and a side slope within the range of the calculation width (namely pile spacing s) of the shear piles as a calculation unit, dividing a sliding body part of the calculation unit into n strips from the rear edge to the front edge of the sliding body according to a sliding surface form in a sequence of 1-n, wherein the horizontal projection length of each strip is s, i represents the number of any one strip (the value range of i is 1-n), the number of the strip containing the shear piles in the strips 1-n is k + 1-k + m, k represents the number of the previous strip containing the shear pile strip in the first row, k +1 represents the number of the strip containing the shear piles in the first row, k +2 represents the number of the strip containing the shear piles in the second row, and so on, k + m represents the number of the strip of the last shear pile in the last row;
step three: based on a simplified Bishop method, stress analysis is carried out on each block, and the safety factor F of the slope is calculated according to the following formulasCross-sectional area A of reinforcing bar bundle needed by shear pilespThereby performing the tendon deployment;
Pi=Ei-1+Nisinθi-Ei-Ticosθi
Figure FDA0002967657180000011
Figure FDA0002967657180000012
Figure FDA0002967657180000013
wherein,
Figure FDA0002967657180000014
Figure FDA0002967657180000015
Figure FDA0002967657180000021
in the formula, FsThe safety coefficient of the side slope is set; piThe remaining slip force for the ith bar; p is the total remaining slip force of the n bars; ppThe gliding force which is born by a single shear pile; ei-1、EiIs the acting force between the horizontal bars,
Figure FDA0002967657180000022
Tithe strip bottom has anti-sliding force; n is a radical ofiThe normal acting force of the strip bottom is adopted; thetaiThe sliding surface inclination angle of the ith strip block; wiIs the weight of the ith bar; liThe length of the sliding surface of the ith strip block is; c. CiThe cohesive force of the sliding surface of the ith strip block;
Figure FDA0002967657180000023
the sliding surface internal friction angle of the ith strip block; f. ofvThe design value of the shear strength of the steel bar is obtained;
step four: and calculating the length of the anchoring section of the shear-resistant pile foundation rock and the length of the embedded sliding body section according to the following formula by checking the uplift bearing capacity of the anchoring body.
Figure FDA0002967657180000024
Figure FDA0002967657180000025
In the formula, laThe length of the anchoring section of the shear pile; k is the anti-pulling safety coefficient of the anchoring body; f. ofyThe design value of the tensile strength of the steel bar is; d is the pile diameter; f. ofrbkThe ultimate bonding strength standard value between the rock-soil layer and the anchoring body is adopted, the ultimate bonding strength between the bedrock and the anchoring body is adopted when the embedded section length of the shear pile in the bedrock is calculated, and the ultimate bonding strength between the sliding body and the anchoring body is adopted when the embedded section length of the shear pile in the sliding body is calculated; n is the number of the steel bars contained in the steel bar bundle; dsThe diameter of the steel bar; f. ofbThe design value of the bonding strength between the steel bar and the anchoring mortar is obtained; alpha is the reduction coefficient of the bonding strength when 2 or more than 2 steel bars are adopted and bound into the steel bar bundles.
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Cited By (2)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
CN113389210A (en) * 2021-07-21 2021-09-14 重庆大学 Landslide control method combining anti-sliding key and local point type reinforcement
CN115198735A (en) * 2022-07-29 2022-10-18 山西机械化建设集团有限公司 Construction method of SDDC (Standard deviation DC) slide-resistant pile in open-pit mining disordered backfill area

Citations (3)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
JP2004211502A (en) * 2003-01-08 2004-07-29 Norio Takeuchi Foundation reinforcing structure
CN103225310A (en) * 2013-05-21 2013-07-31 中南大学 Structural design method for load-bearing section of miniature anti-slip compound pile
CN109598013A (en) * 2018-09-30 2019-04-09 青岛理工大学 Method for determining most dangerous sliding surface of push type landslide and optimal pile position of slide-resistant pile

Patent Citations (3)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
JP2004211502A (en) * 2003-01-08 2004-07-29 Norio Takeuchi Foundation reinforcing structure
CN103225310A (en) * 2013-05-21 2013-07-31 中南大学 Structural design method for load-bearing section of miniature anti-slip compound pile
CN109598013A (en) * 2018-09-30 2019-04-09 青岛理工大学 Method for determining most dangerous sliding surface of push type landslide and optimal pile position of slide-resistant pile

Non-Patent Citations (3)

* Cited by examiner, † Cited by third party
Title
JOSÉ MILTON DE ARAÚJO等: "Design of rigid pile caps through an interactive strut-and-tie model", 《JOURNAL OF ADVANCED CONCRETE TECHNOLOGY》 *
何木 等: "基于 Bishop 条分法的边坡稳定分析及支护方案", 《探矿工程(岩土钻掘工程)》 *
刘宏荣: "边坡预应力锚固灌浆材料应用研究", 《中国知网》 *

Cited By (3)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
CN113389210A (en) * 2021-07-21 2021-09-14 重庆大学 Landslide control method combining anti-sliding key and local point type reinforcement
CN115198735A (en) * 2022-07-29 2022-10-18 山西机械化建设集团有限公司 Construction method of SDDC (Standard deviation DC) slide-resistant pile in open-pit mining disordered backfill area
CN115198735B (en) * 2022-07-29 2023-11-24 山西机械化建设集团有限公司 Construction method of SDDC (Standard data Console) slide-resistant pile in disordered backfill region of open-pit mining

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