CN113515801A - Method for calculating bearing capacity of K-shaped steel pipe penetration welding joint with stiffening rib - Google Patents

Method for calculating bearing capacity of K-shaped steel pipe penetration welding joint with stiffening rib Download PDF

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CN113515801A
CN113515801A CN202110838572.7A CN202110838572A CN113515801A CN 113515801 A CN113515801 A CN 113515801A CN 202110838572 A CN202110838572 A CN 202110838572A CN 113515801 A CN113515801 A CN 113515801A
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黄佩
柯嘉
冯衡
曾二贤
白强
包永忠
江卫华
王松涛
赵冲
王亚东
胡星
胡超
伍林伟
吴海兵
王新洋
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China Power Engineering Consultant Group Central Southern China Electric Power Design Institute Corp
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Abstract

The invention discloses a calculation method for the bearing capacity of a steel pipe K-shaped penetration welding joint with stiffening, and relates to the field of structural calculation of electric power technology and constructional engineering. It comprises the following steps: step 1: calculating to obtain an intermediate parameter psin(ii) a Step 2: calculating the pipe diameter ratio beta and the intermediate parameter psi of the pressure branch pipe and the main pipeβ(ii) a And step 3: calculating to obtain an intermediate parameter psia(ii) a And 4, step 4: calculating to obtain the partial contribution term N of the non-stiffened nodecK(ii) a And 5: calculating to obtain the effective length l of the node plate on the pressure sideec(ii) a Step 6: calculating to obtain contribution term N of the gusset partcP(ii) a And 7: calculating to obtain a ring plate part contribution item NcR(ii) a Step 8, calculating to obtain the bearing capacity N of the penetration welding node with the stiffening ribcKPRThe tension branch pipe has a bearing capacity N of a stiffening intersecting welding jointtKPR. The steel pipe K-shaped penetration welding joint obtained by the calculation method has high safety performance and low construction cost; the invention can be widely applied to the design of the transmission line in the K-shaped steel pipe with the stiffening intersecting welding joint.

Description

Method for calculating bearing capacity of K-shaped steel pipe penetration welding joint with stiffening rib
Technical Field
The invention relates to the field of structural calculation of electric power technology and constructional engineering, in particular to a method for calculating the bearing capacity of a K-shaped stiffening intersecting welding joint of a steel pipe.
Background
The steel pipe member has excellent structural performance and attractive appearance, and the steel pipe truss structure formed by direct welding is widely applied to the structural fields of electric power, buildings, oceans, machinery and the like; the K-shaped intersecting joint is an important connection form of a steel pipe tower structure of the power transmission line, and the actual engineering often needs to locally reinforce the joint part so as to improve the bearing capacity and rigidity of the joint; however, in the design standards at home and abroad, the calculation method of the bearing capacity of the K-shaped stiffening intersecting node is still incomplete.
At present, the design standards of steel structures (GB50017-2017), the design specifications of American steel structure buildings (ANSI/AISC 360-10), and the European code 3: steel structure design-parts 1-8: the node design (EN 1993-1-8) and the like make detailed regulations on a bearing capacity calculation method of a K-shaped stiffening-free steel pipe intersecting welding node and provide a practical calculation formula; although the methods are different in formula expression, the methods are relatively mature, and are verified by related tests and simulation analysis, and are widely adopted in engineering design at present; however, the bearing capacity calculation method of the stiffening intersecting welding node has no systematic design method at present.
Through tests, the bearing capacity of the intersecting welding joint is obviously improved after the stiffening plate is arranged, and if the bearing capacity of the intersecting welding joint is reasonably considered in design, the steel pipe joint is more economical and reasonable in design, so that a brand-new calculation method for the bearing capacity of the steel pipe K-shaped intersecting welding joint with stiffening considering the stiffening contribution effect is urgently needed to be researched, the calculation result is more consistent with the test condition, and the economy of the design of the steel pipe K-shaped intersecting welding joint with stiffening is further improved.
At present, documents for researching a design method of the bearing capacity of a K-type stiffening node are few, and a design method of the bearing capacity of the K-type stiffening node only with a gusset plate is given in a text of a test research and a design calculation method of the bearing capacity of the K-type stiffening node through stiffening welding (Wang Xiao Jian and the like), and the action of a ring plate cannot be considered; when the K-type node is loaded, the rotation of the node plate can cause compression on the branch pipe, and local buckling occurs, and when the radius-thickness ratio is large, the phenomenon is obvious; the branch pipes adopted in the article of Wangxiao construction and the like are all in the condition of small diameter-thickness ratio, and the diameter-thickness ratio of the pipe fittings commonly used for the non-transmission line is not suitable for the condition of large diameter-thickness ratio of the branch pipes.
Therefore, it is necessary to develop a calculation method for the bearing capacity of the K-shaped stiffened intersecting welding joint of the steel pipe, which considers the contribution of the ring plate to the bearing capacity of the joint, and can accurately calculate the bearing capacity of the joint under the condition of large branch pipe diameter and thickness based on extensive tests and numerical simulation.
Disclosure of Invention
The invention aims to overcome the defects of the background technology and provides a method for calculating the bearing capacity of a K-shaped stiffening intersecting welding joint of a steel pipe.
In order to achieve the purpose, the technical scheme of the invention is as follows: a method for calculating the bearing capacity of a steel pipe K-shaped penetration welding joint with stiffening comprises the following steps:
step 1: determining the smaller value sigma of the pressure stress of the main pipe on two sides of the node and the yield strength f of the steel of the main pipeyCalculating to obtain an intermediate parameter psin
Intermediate parameter psinCalculated by formula (1):
Figure BDA0003178086530000021
wherein, sigma is the smaller value of the pressure stress of the main pipes at two sides of the node, and when the main pipes at two sides or one side of the node are pulled, 0 is taken;
step 2: determining the diameter d of a pressure branchcAnd the diameter D of the main pipe, calculating the pipe diameter ratio beta of the pressure branch pipe to the main pipe and the intermediate parameter psiβ
The pipe diameter ratio beta is obtained by calculating the formula (2), and the intermediate parameter psiβThe following calculation results in:
β=dcformula/D (2)
Figure BDA0003178086530000022
And step 3: based on the thickness T of the main pipe, the gap a between the two branch pipes, the diameter D of the main pipe and the pipe diameter ratio beta, an intermediate parameter psi is obtained through calculationa
The intermediate parameter ψ a is calculated by formula (4):
Figure BDA0003178086530000031
and 4, step 4: based on the included angle theta between the pressure branch pipe and the main pipecMain pipe thickness T, intermediate parameter psin、ψβ、ψaDesign value f of the main pipe steel strengthmCalculating the contribution term N of the K-shaped stiffening intersecting welding joint bearing capacity without stiffening node part of the pressurized branch pipecK
NcKCalculated by equation (5):
Figure BDA0003178086530000032
and 5: nominal length B of stiffening plate based on pressed branch pipe sidecMain pipe diameter D, pressure branch pipe diameter DcThe included angle theta between the pressure branch pipe and the main pipecAnd calculating to obtain the effective length l of the gusset plate on the pressure receiving sideec
Effective length l of pressure side gusset plateecCalculated by equation (6):
Figure BDA0003178086530000033
step 6: based on the diameter D of the main pipe, the effective length l of the pressure side gusset plateecDesign value f of steel strength of gusset platepThickness T of main pipe, angle theta between pressure branch pipe and main pipecThe intermediate parameter psinCalculating the contribution term N of the K-shaped gusset plate part with the bearing capacity of the stiffening intersecting welding nodecP
NcPCalculated by equations (7) to (9):
Figure BDA0003178086530000034
Figure BDA0003178086530000035
Figure BDA0003178086530000036
wherein A iscIs the total cross-sectional area of the pressure branch pipe, fcFor the design value of the strength of the pressed branch pipe,
Figure BDA0003178086530000037
and
Figure BDA0003178086530000038
are all intermediate coefficients;
and 7: based on the diameter D of the main pipe, the thickness T of the main pipe and the thickness T of the ring platerHeight h of ring platerCalculating the contribution term N of the K-shaped annular plate part with the bearing capacity of the stiffening intersecting welding jointcR
NcRCalculated by equation (10):
Figure BDA0003178086530000041
in the formula, alpha is radian; when the ring plate is a full ring, taking alpha as 1.1 pi; when the ring plates are 1/4 rings and semi-rings, alpha is the radian of the ring plates; when in use
Figure BDA0003178086530000042
When it is taken
Figure BDA0003178086530000043
Step 8, based on the K-shaped non-stiffened node part contribution item N with stiffened intersecting welding node bearing capacitycKK-shaped node plate part contribution item N with stiffening intersecting welding node bearing capacitycPK-shaped ring plate part contribution item N with stiffening intersecting welding node bearing capacitycRCalculating the bearing capacity N of the stiffening intersecting welding joint of the K-shaped pressure branch pipecKPRThe tension branch pipe has a bearing capacity N of a stiffening intersecting welding jointtKPR
Bearing capacity N of penetration welding joint with stiffening rib for K-shaped compressed branch pipecKPRThe bearing capacity N of the intersecting welding joint with the stiffening of the tension branch pipe is calculated according to the formula (11)tKPRCalculated according to equation (12):
Figure BDA0003178086530000044
compared with the prior art, the invention has the following advantages:
1) the invention provides a calculation method for the bearing capacity of a K-shaped stiffening intersecting welding joint of a steel pipe, which considers the contribution of a stiffening plate and a ring plate for the first time, and comprehensively considers the size and the strength of a main pipe, a branch pipe, the stiffening plate and the ring plate and the influence of the ring plate arrangement to obtain the bearing capacity of the joint of a stressed branch pipe and a tensioned branch pipe; because the bearing capacity calculation of the steel pipe K-shaped stiffened intersecting welding joint needs a plurality of parameters to be considered, the bearing capacity calculation method is obtained by adopting finite element numerical simulation to carry out parametric analysis on the basis of test and theoretical analysis and fitting based on the data.
2) The steel pipe K-shaped penetration welding joint obtained by the calculation method has high safety performance and low construction cost; the invention can be widely applied to the design of the transmission line in the K-shaped steel pipe with the stiffening intersecting welding joint.
3) Compared with the existing standard and the text of 'reinforced intersecting welding K-type node bearing capacity test research and design calculation method', such as Wang Xiao Jian, the calculation method can consider the contribution of the ring plate to the node bearing capacity, and meanwhile, based on extensive tests and numerical simulation, for the larger diameter of the branch pipe, the calculation method can also accurately calculate the bearing capacity.
Drawings
FIG. 1 is a schematic structural diagram of the present invention.
Fig. 2 is a schematic structural diagram of the ring plate being a full ring plate.
Fig. 3 is a schematic structural view of the ring plate being a semi-ring plate.
Fig. 4 is a schematic structure diagram of 1/4 ring plates.
Detailed Description
The embodiments of the present invention will be described in detail with reference to the accompanying drawings, which are not intended to limit the present invention, but are merely exemplary. While the advantages of the invention will be apparent and readily appreciated by the description.
As shown in FIG. 1, D is the main tube diameter, T is the main tube thickness, DcTo the diameter of the pressure branch, tcThickness of the pressed branch pipe, dtIs the tension leg diameter, ttIs the tension leg thickness, θcIs the angle between the pressure branch pipe and the main pipe, thetatIs the angle between the pressure branch pipe and the main pipe, a is the gap between the two branch pipes, hrIs the ring plate height, trIs the thickness of the ring plate, BcNominal length of stiffening plate at the side of the pressed branch pipe, BtIs the nominal length of the stiffening plate at the side of the tension branch pipeecFor the effective length of the gusset plate on the compression side, /)etThese are the basic dimensional parameters required for the nodal load capacity calculation for the effective length of the tension side nodal plate.
A method for calculating the bearing capacity of a steel pipe K-shaped penetration welding joint with stiffening comprises the following steps:
step 1: determining the smaller value sigma of the pressure stress of the main pipe on two sides of the node and the yield strength f of the steel of the main pipeyCalculating to obtain an intermediate parameter psin
Intermediate parameter psinCalculated by formula (1):
Figure BDA0003178086530000051
wherein, sigma is the smaller value of the pressure stress of the main pipes at two sides of the node, and when the main pipes at two sides or one side of the node are pulled, 0 is taken;
step 2: determining the diameter d of a pressure branchcAnd the diameter D of the main pipe, calculating the pipe diameter ratio beta of the pressure branch pipe to the main pipe and the intermediate parameter psiβ
The pipe diameter ratio beta is obtained by calculating the formula (2), and the intermediate parameter psiβThe following calculation results in:
β=dcformula/D(2)
Figure BDA0003178086530000061
And step 3: based on the thickness T of the main pipe, the gap a between the two branch pipes, the diameter D of the main pipe and the pipe diameter ratio beta, an intermediate parameter psi is obtained through calculationa
The intermediate parameter ψ a is calculated by formula (4):
Figure BDA0003178086530000062
and 4, step 4: based on the included angle theta between the pressure branch pipe and the main pipecMain pipe thickness T, intermediate parameter psin、ψβ、ψaDesign value f of the main pipe steel strengthmCalculating the contribution term N of the K-shaped stiffening intersecting welding joint bearing capacity without stiffening node part of the pressurized branch pipecK
NcKCalculated by equation (5):
Figure BDA0003178086530000063
and 5: nominal length B of stiffening plate based on pressed branch pipe sidecMain pipe diameter D, pressure branch pipe diameter DcThe included angle theta between the pressure branch pipe and the main pipecAnd calculating to obtain the effective length l of the gusset plate on the pressure receiving sideec
Effective length l of pressure side gusset plateecCalculated by equation (6):
Figure BDA0003178086530000064
step 6: based on the diameter D of the main pipe, the effective length l of the pressure side gusset plateecDesign value f of steel strength of gusset platepThickness T of main pipe, angle theta between pressure branch pipe and main pipecThe intermediate parameter psinCalculatingObtaining the contribution term N of the node plate part of the K-shaped node with the stiffening penetration welding node bearing capacitycP
NcPCalculated by equations (7) to (9):
Figure BDA0003178086530000065
Figure BDA0003178086530000066
Figure BDA0003178086530000071
wherein A iscIs the total cross-sectional area of the pressure branch pipe, fcFor the design value of the strength of the pressed branch pipe,
Figure BDA0003178086530000072
and
Figure BDA0003178086530000073
are all intermediate coefficients;
and 7: based on the diameter D of the main pipe, the thickness T of the main pipe and the thickness T of the ring platerHeight h of ring platerCalculating the contribution term N of the K-shaped annular plate part with the bearing capacity of the stiffening intersecting welding jointcR
NcRCalculated by equation (10):
Figure BDA0003178086530000074
in the formula, alpha is radian; when the ring plate is a full ring plate, taking alpha as 1.1 pi; when the ring plate is a semi-ring plate, an 1/4 ring plate or a ring plate is arranged, alpha is the radian of the ring plate; when in use
Figure BDA0003178086530000075
When it is taken
Figure BDA0003178086530000076
Step 8, based on the K-shaped non-stiffened node part contribution item N with stiffened intersecting welding node bearing capacitycKK-shaped node plate part contribution item N with stiffening intersecting welding node bearing capacitycPK-shaped ring plate part contribution item N with stiffening intersecting welding node bearing capacitycRCalculating the bearing capacity N of the stiffening intersecting welding joint of the K-shaped pressure branch pipecKPRThe tension branch pipe has a bearing capacity N of a stiffening intersecting welding jointtKPR
Bearing capacity N of penetration welding joint with stiffening rib for K-shaped compressed branch pipecKPRThe bearing capacity N of the intersecting welding joint with the stiffening of the tension branch pipe is calculated according to the formula (11)tKPRCalculated according to equation (12):
Figure BDA0003178086530000077
examples
Taking a typical K-shaped penetration welding node with stiffening ribs as an example, the basic size parameters are as follows:
the diameter D of the main pipe is 406mm, the thickness T of the main pipe is 8mm, and the diameter D of the pressure branch pipec194mm, compressed leg thickness tc8mm, diameter d of tension legt194mm, tensile leg thickness ttIs 8mm, and the included angle theta between the pressure branch pipe and the main pipecIs 50 degrees, and the included angle theta between the tension branch pipe and the main pipetIs 40 degrees, the clearance a between the two branch pipes is 134.7mm, and the height h of the gusset platepIs 300mm, and the gusset plate thickness tpIs 8mm, and adopts a full ring plate with a ring plate height hrIs 40mm, and the thickness t of the ring platerIs 8mm, and the nominal length B of the stiffening plate at the side of the pressed branch pipec470mm, the nominal length B of the stiffening plate at the side of the tension branch pipetIs 542mm, and the effective length l of the gusset plate at the pressure sideec173.0mm, the effective length l of the tension side gusset plateetIs 149 mm.
The joint bearing capacity of the K-shaped stressed branch pipe and the K-shaped stressed branch pipe with the stiffening intersecting welding and the tension branch pipe is calculated according to the calculation method of the invention, and the joint bearing capacity is set according to the steel structureSection 13.3.2 of standard (GB50017-2017) does not consider node bearing capacity of contribution effect of node plates and ring plates, and for convenience of calculation, yield strength is adopted during calculation, the material of a main pipe is Q420, and the yield strength is 420N/mm2Design strength 375N/mm2The materials of other parts are Q355, and the yield strength is 355N/mm2Designed strength of 305N/mm2(ii) a The smaller value sigma of the compressive stress of the main pipes on the two sides of the node is 0; the results are shown in table 1, which indicates that the contribution of the node plate and the ring plate is considered to be very significant, the bearing capacity of the node is obviously improved, and the calculation of the bearing capacity of the node of the K-shaped stiffened coherent welded pressed branch pipe and the tensioned branch pipe is more economic and reasonable when the calculation method of the bearing capacity of the K-shaped stiffened coherent welded node of the steel pipe is used for calculating the bearing capacity of the node of the K-shaped stiffened coherent welded pressed branch pipe and the tensioned branch pipe.
TABLE 1 comparison of node bearing capacity calculations
Figure BDA0003178086530000081
Other parts not described belong to the prior art.

Claims (1)

1. A method for calculating the bearing capacity of a steel pipe K-shaped penetration welding joint with stiffening comprises the following steps:
step 1: determining the smaller value sigma of the pressure stress of the main pipe on two sides of the node and the yield strength f of the steel of the main pipeyCalculating to obtain an intermediate parameter psin
Intermediate parameter psinCalculated by formula (1):
Figure FDA0003178086520000011
wherein, sigma is the smaller value of the pressure stress of the main pipes at two sides of the node, and when the main pipes at two sides or one side of the node are pulled, 0 is taken;
step 2: determining the diameter d of a pressure branchcAnd the diameter D of the main pipe, calculating the pipe diameter ratio beta of the pressure branch pipe to the main pipe and the intermediate parameter psiβ
The tube diameter ratio beta is calculated by the formula (2)To the intermediate parameter psiβThe following calculation results in:
β=dcformula/D (2)
Figure FDA0003178086520000012
And step 3: based on the thickness T of the main pipe, the gap a between the two branch pipes, the diameter D of the main pipe and the pipe diameter ratio beta, an intermediate parameter psi is obtained through calculationa
The intermediate parameter ψ a is calculated by formula (4):
Figure FDA0003178086520000013
and 4, step 4: based on the included angle theta between the pressure branch pipe and the main pipecMain pipe thickness T, intermediate parameter psin、ψβ、ψaDesign value f of the main pipe steel strengthmCalculating the contribution term N of the K-shaped stiffening intersecting welding joint bearing capacity without stiffening node part of the pressurized branch pipecK
NcKCalculated by equation (5):
Figure FDA0003178086520000014
and 5: nominal length B of stiffening plate based on pressed branch pipe sidecMain pipe diameter D, pressure branch pipe diameter DcThe included angle theta between the pressure branch pipe and the main pipecAnd calculating to obtain the effective length l of the gusset plate on the pressure receiving sideec
Effective length l of pressure side gusset plateecCalculated by equation (6):
Figure FDA0003178086520000021
step 6: based on the diameter of the main pipeD, effective length l of pressure side gusset plateecDesign value f of steel strength of gusset platepThickness T of main pipe, angle theta between pressure branch pipe and main pipecThe intermediate parameter psinCalculating the contribution term N of the K-shaped gusset plate part with the bearing capacity of the stiffening intersecting welding nodecP
NcPCalculated by equations (7) to (9):
Figure FDA0003178086520000022
Figure FDA0003178086520000023
Figure FDA0003178086520000024
wherein A iscIs the total cross-sectional area of the pressure branch pipe, fcFor the design value of the strength of the pressed branch pipe,
Figure FDA0003178086520000025
and
Figure FDA0003178086520000026
are all intermediate coefficients;
and 7: based on the diameter D of the main pipe, the thickness T of the main pipe and the thickness T of the ring platerHeight h of ring platerCalculating the contribution term N of the K-shaped annular plate part with the bearing capacity of the stiffening intersecting welding jointcR
NcRCalculated by equation (10):
Figure FDA0003178086520000027
in the formula, alpha is radian; when the ring plate is a full ring, taking alpha as 1.1 pi;when the ring plates are 1/4 rings and semi-rings, alpha is the radian of the ring plates; when in use
Figure FDA0003178086520000028
When it is taken
Figure FDA0003178086520000029
Step 8, based on the K-shaped non-stiffened node part contribution item N with stiffened intersecting welding node bearing capacitycKK-shaped node plate part contribution item N with stiffening intersecting welding node bearing capacitycPK-shaped ring plate part contribution item N with stiffening intersecting welding node bearing capacitycRCalculating the bearing capacity N of the stiffening intersecting welding joint of the K-shaped pressure branch pipecKPRThe tension branch pipe has a bearing capacity N of a stiffening intersecting welding jointtKPR
Bearing capacity N of penetration welding joint with stiffening rib for K-shaped compressed branch pipecKPRThe bearing capacity N of the intersecting welding joint with the stiffening of the tension branch pipe is calculated according to the formula (11)tKPRCalculated according to equation (12):
NcKPR=NcK+NcP+NcRformula (11)
Figure FDA0003178086520000031
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Cited By (2)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
CN114036677A (en) * 2021-11-15 2022-02-11 中国空气动力研究与发展中心超高速空气动力研究所 Method for analyzing bearing capacity of plate steel structure
CN117236092A (en) * 2023-05-30 2023-12-15 中国电力工程顾问集团中南电力设计院有限公司 Method for calculating bearing capacity of X-shaped stiffening intersecting welding joint of steel pipe

Citations (8)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
CN106599365A (en) * 2016-11-11 2017-04-26 国网福建省电力有限公司 Combinational design method for radial and circumferential stiffening ribs of flange joints of tower feet of steel tube tower
CN107944138A (en) * 2017-11-23 2018-04-20 福州大学 Steel Tube Joint factor of stress concentration computational methods based on connection stiffness
CN109815531A (en) * 2018-12-13 2019-05-28 重庆顺泰铁塔制造有限公司 Spatial complex manifold Column border node bearing capacity computation method
CN109918747A (en) * 2019-02-20 2019-06-21 中国电力工程顾问集团中南电力设计院有限公司 The calculation method of cross combination double angle component Compression Stability bearing capacity
CN110569530A (en) * 2019-07-18 2019-12-13 重庆瑜煌电力设备制造有限公司 Steel tube lattice type manifold and calculation method for beam node bearing capacity thereof
JP2020016053A (en) * 2018-07-24 2020-01-30 日本製鉄株式会社 Beam joint structure and calculation method of rotational rigidity of beam joint structure
CN112084555A (en) * 2020-08-11 2020-12-15 重庆瑜煌电力设备制造有限公司 Method for calculating bearing capacity of ring plate of circumferential stiffening rib true test data node of steel pipe tower
CN112538931A (en) * 2020-12-28 2021-03-23 陕西建工钢构集团有限公司 Large-span trapezoidal space steel pipe truss concrete floor structure

Patent Citations (8)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
CN106599365A (en) * 2016-11-11 2017-04-26 国网福建省电力有限公司 Combinational design method for radial and circumferential stiffening ribs of flange joints of tower feet of steel tube tower
CN107944138A (en) * 2017-11-23 2018-04-20 福州大学 Steel Tube Joint factor of stress concentration computational methods based on connection stiffness
JP2020016053A (en) * 2018-07-24 2020-01-30 日本製鉄株式会社 Beam joint structure and calculation method of rotational rigidity of beam joint structure
CN109815531A (en) * 2018-12-13 2019-05-28 重庆顺泰铁塔制造有限公司 Spatial complex manifold Column border node bearing capacity computation method
CN109918747A (en) * 2019-02-20 2019-06-21 中国电力工程顾问集团中南电力设计院有限公司 The calculation method of cross combination double angle component Compression Stability bearing capacity
CN110569530A (en) * 2019-07-18 2019-12-13 重庆瑜煌电力设备制造有限公司 Steel tube lattice type manifold and calculation method for beam node bearing capacity thereof
CN112084555A (en) * 2020-08-11 2020-12-15 重庆瑜煌电力设备制造有限公司 Method for calculating bearing capacity of ring plate of circumferential stiffening rib true test data node of steel pipe tower
CN112538931A (en) * 2020-12-28 2021-03-23 陕西建工钢构集团有限公司 Large-span trapezoidal space steel pipe truss concrete floor structure

Non-Patent Citations (2)

* Cited by examiner, † Cited by third party
Title
冯衡等: "《架空输电线路锚杆基础设计规程》(DL/T 5544-2018)抗拔安全系数确定依据", 《电力勘测设计》 *
魏德敏: "K型相贯钢管节点的极限承载力研究", 《空间结构》 *

Cited By (4)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
CN114036677A (en) * 2021-11-15 2022-02-11 中国空气动力研究与发展中心超高速空气动力研究所 Method for analyzing bearing capacity of plate steel structure
CN114036677B (en) * 2021-11-15 2023-04-28 中国空气动力研究与发展中心超高速空气动力研究所 Method for analyzing bearing capacity of plate steel structure
CN117236092A (en) * 2023-05-30 2023-12-15 中国电力工程顾问集团中南电力设计院有限公司 Method for calculating bearing capacity of X-shaped stiffening intersecting welding joint of steel pipe
CN117236092B (en) * 2023-05-30 2024-08-09 中国电力工程顾问集团中南电力设计院有限公司 Method for calculating bearing capacity of X-shaped stiffening intersecting welding joint of steel pipe

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