Introduction
GPTC GUIDE, APPENDIX G92-15, DESIGN OF UNCASED PIPELINE CROSSING
This method is proven and acceptable and can be used in the cases when the crossing conditions for design are out of the scope and the limitations of API RP 1102 and PCPISCES.
S_T = S_I + S_E = \frac{PD}{2t} + \frac{3K_bWED_t}{E_t + 3K_zPD^3} \~\ W = 83.3C_d\delta B^2_D 10^{-3} + \frac{10.4LDI}{\pi H^2 10^3}
S_T = S_I + S_E = \frac{PD}{2t} + \frac{3K_bWED_t}{E_t + 3K_zPD^3} \\~\\ W = 83.3C_d\delta B^2_D 10^{-3} + \frac{10.4LDI}{\pi H^2 10^3}
Where:
𝑆𝑇 − Total Calculated Combined Stress (psi) (≤100% of SMYS)
𝑆𝐼 − Hoop Stress due to Internal pressure (psi)
𝑆𝐸 − Hoops Stress due to External Loading (psi) (based on procedure developed by M.G. Spangler)
𝑃 − Internal Pipe Pressure (psig) (may not exceed pressure calculated in accordance with CFR 192)
𝐷 − Outside Pipe Diameter (in)
𝑡 − Nominal Pipe Wall Thickness (in)
𝐾𝑏 − Bending Parameter (from GPTC table)
𝑊 − Total External Load (,lb-linear.in of pipe) (includes soil dead load and vehicular live load)
𝐸 − Modulus of Elasticity for Steel (psi) (30 x 106)
𝐾𝑧 − Deflection Parameter (from GPTC table)
𝐶𝑑 − Load Coefficient (from GTPC table)
𝛿 − Unit Weight of Soil (lbs/ft3)
𝐵𝐷 − Width of Pipe Trench or Diameter of Bored Hole (ft)
𝐿 − Wheel Load (lbs) (the maximum wheel loading allowed by governing authority should be used)
𝐼 − Impact Factor, (𝐼=1.5 should be used for nonrigid pavement, and 𝐼 − 1.0 for rigid pavement)
𝐻 − Height of Soil over Pipe (ft)
Case guide
Part 1: Create Case
- Select the Design of Uncased Pipeline Crossings application from the Pipeline Crossing module
- To create a new case, click the “Add Case” button
- Enter Case Name, Location, Date and any necessary notes.
- Fill out all required Parameters.
- Make sure the values you are inputting are in the correct units.
- Click the CALCULATE button to overview results.
Input Parameters
- Nominal Pipe Size(in):(1/8” – 48”)
- Pipe Wall Thickness(in):(0.068”- >2”)
- F- Design Factor: Reference 49 CFR 192.611
- E – Longitudinal Joint Factor
- T – Temperature Derating Factor
- Uniform Support Under Pipe and Crossing Condition
- Soil Type
- Impact Factor
- Pipe Outside Diameter(in):(0.625” – 48”)
- Specified Minimum Yield Strength
- Modulus of Elasticity for Steel
- Unit Weight of Soil
- Deflection Parameter
- Bending Parameter
- Impact Factor
- Pipe Internal Pressure
- Wheel Load
- Width of Pipe Trench or Diameter of the Bore
- Height of Soil Over PipeB13B138:B147
- Nominal Internal Diameter
- Test Pressure
- Test Temperature
- Pipeline Length
Part 2: Outputs/Reports
- If you need to modify an input parameter, click the CALCULATE button after the change.
- To SAVE, fill out all required case details then click the SAVE button.
- To rename an existing file, click the SAVE As button. Provide all case info then click SAVE.
- To generate a REPORT, click the REPORT button.
- The user may export the Case/Report by clicking the Export to Excel icon.
- To delete a case, click the DELETE icon near the top of the widget.
Results
- Load Coefficient
- Total External Load
- Hoop Stress Due to Internal Pressure
- Hoop stress Due to External Loading
- Total Calculated Combined Stress
Reference
- Battelle Petroleum Technology Report on “Evaluation of Buried Pipe Encroachments” which considered the theoretical work done by M.G. Spangler on overburden and vehicle loads on buried pipe.
- “Technical Summary and Database for Guidelines for Pipelines Crossing Beneath Railroads and Highways” (GRI-91/0285, Final Report)
- Cornell/GRI Guidelines are given in “Guidelines for Pipelines Crossing Beneath Highways” (Stewart, et al., 1991b) and “Guidelines for Pipelines Crossing Beneath Highways”.
- ASME B31.8 “Gas Transmission and Distribution Systems” “Evaluation of Buried Pipe Encroachments”, BATTELLE, Petroleum Technology Center, 1983
- API RP 1102 – Steel Pipelines Crossing Railroads and Highways
FAQ
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Many questions are asked about API 1102 regarding wheel load cyclic stresses on highways and railroads.
Live highway load, w, the load due to the wheel load at the highway surface. The load from only one wheel set needs to be considered. An axle is considered to have two-wheel sets.
Live rail load, w, pounds per sq inch, is the load applied at the surface of the crossing. It is assumed that the load is evenly distributed over an area that is 8’x 20’.The recommended default is 80,000 pounds (80 Kips) per axle. Check Out
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Below are the list of validation checks we have incorporated in API 1102 – Pipeline Crossing Railroad (Gas and Liquid). Check Out
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Below are the list of validation checks we have incorporated in API 1102 – Pipeline Crossing Highway (Gas and Liquid). Check Out
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We recently issued an enhancement for Track load calculation by providing an option to use the Interpolation Method to calculate the Influence Coefficient (Ic). The old method calculated the Influence Coefficient using a roundoff method for ‘m-Influence Factor’ and ‘n-Influence Factor’ to get the Influence Coefficient from the table. Check Out
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Uncased carrier pipe is subjected to internal loading from pressure and external loading from earth loading (dead load) and live (cyclic) loading from highway or railroad traffic. Other loading due to special or temporary conditions should be evaluated on the specific situation in the field (See Knowledge Base Article for Temporary Conditions). Check Out
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Method
Reduce the operating pressure of the pipeline.
Advantages
Provides a direct reduction of the hoop stress due to internal pressure. This reduction allows for additional circumferential stress due to equipment loads.
Disadvantages
– Reduces the beneficial effect of internal pressure on the pipe circumferential bending stresses due to fill and traffic loads.
– Could reduce the overall capacity of the pipeline and therefore should not be considered as a long term fix.
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The term “Operating Weight” used in the track load analysis is a straight forward analysis as it takes the total weight of the equipment into consideration. We multiply the total weight by 0.5 to reflect the load on each track (see below the equation).
“Concentrated surface load” in the Wheel load calculation requires a more detailed understanding of the vehicle that is crossing. Below schematic will help better understand the requirement for “Concentrated surface load” entry in Wheel Load analysis.
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The basic analysis developed by M.G. Spangler includes frictional forces between the trench wall and the backfill. This permits the weight of the overburden to be partially carried by the surrounding soil and reduces the total soil load on the pipe. The equations require the following information to determine internal friction. Check Out
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The question comes up from time to time how to address local stresses for wheel and track load calculations. ASME B31.8 833.9 Local Stresses states that the maximum allowable sum of circumferential stress due to internal pressure (Barlow Design Formula) and circumferential through-wall bending stress caused by surface vehicle loads or other local loads is 0.9ST, where S is the specified minimum yield strength, psi (MPA) per para. 841.1 (a), and T is the temperature derating factor per para. 841.1.8. Check Out
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Timber mats are used for temporary access roads, work pads, staging areas, and to stabilize the ground beneath heavy equipment, dissipating heavy loads and providing equipment stability.
For short-term water crossings over narrow spans timber mats (also referred to as bridge mats) or crane mats may be an option.
For projects that require moving heavy equipment safely across pipelines, timber mats can be used to create air bridges which will support the weight of heavy equipment while protecting the pipelines below. Air bridges can also be used to cross culverts, ditches, or sensitive ground that needs to be bridged. Check Out
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This knowledge base article is a takeoff from “Pipeline Toolbox (PLTB) and Vehicles over Buried Pipelines – Maximum Allowable Stress”. These predictions through Spangler’s work, Battelle and others who contributed to validation makes PLTB one of most used programs in the industry. It includes temporary wheel and track load crossings that considers a uniformly distributed load at the surface while calculating the load on the pipe. This article will focus on concrete, asphalt and timber mats as well as other materials such as steel plates and composites. The other materials are not part of the Pipeline Toolbox which will be discussed. Check Out
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This article was created due to the number of inquiries regarding the Maximum Allowable Combined Stress for Class 3 Design Areas. The research by M. G. Spangler, Battelle and industry allowed this information to be a standard practice today with Wheel and Track Load analysis today. Check Out
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Design factor specification for Liquid Pipelines are governed by ASME B31.4 Table 402.3.1(a)
Excerpts from B31.4: Check Out
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API 1102 for railroad crossing program is based on the design methodology that has been used in analyzing existing uncased pipelines and designing new uncased pipelines that cross beneath railroads. This API design methodology relates to the train engine (E-80) which is the heaviest load: Check Out
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The pipeline industry begins to experience casing problems such as carrier pipe leaks/failures under road crossings.
- Atmospheric corrosion due to condensation (particularly at elevated temperatures and cold soils)
- Metal to metal shorts
- Electrolytic coupling or contact
Can the casing pipe protect the carrier pipe from external loadings? Check Out
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What is an Impact Factor?
An impact factor is a multiplier used in pipeline design to account for the additional stress caused by moving vehicles above the pipeline, compared to static loads. Think of it as a “safety buffer” that accounts for the dynamic nature of traffic. Check Out