1. What is ASME B31G?
ASME B31G, titled "Manual for Determining the Remaining Strength of Corroded Pipelines," is a supplement to the ASME B31 Code for Pressure Piping. It provides a conservative, analytically-based method for evaluating metal-loss anomalies found by in-line inspection (ILI), hydrostatic testing, or direct examination, and determining whether the pipeline can continue to operate safely at its current or reduced pressure.
History and Development
The B31G methodology originated from burst test research conducted at Battelle Memorial Institute in the late 1960s and early 1970s. Researchers performed over 90 full-scale burst tests on pipe specimens with machined and naturally occurring corrosion defects, establishing the empirical relationship between defect geometry and remaining burst pressure.
- 1971-1984 (Original B31G): The first edition used a parabolic (2/3 area) approximation for the metal loss profile and a flow stress of 1.1 x SMYS. This method was intentionally conservative, designed as a screening tool to determine which anomalies required immediate repair.
- 1989 (Modified B31G / RSTRENG): Kiefner and Vieth developed an improved version using an 0.85dL rectangular approximation for the corroded area and an increased flow stress of SMYS + 10,000 psi. They also introduced the RSTRENG effective area method for profile-based Level 2 assessment, significantly reducing unnecessary repairs.
- 2009-2012 (ASME B31G-2012): The current edition incorporates both the Original and Modified methods, adds guidance on assessment levels, clarifies application limits, and references modern ILI technology capabilities.
Regulatory Context
In the United States, pipeline integrity regulations directly reference B31G methods:
Gas pipelines
49 CFR 192
Section 192.485 requires that corroded pipe segments found during integrity assessments be evaluated using methods that meet or exceed the criteria of ASME B31G or equivalent. Anomalies exceeding the criteria must be repaired or the pipeline must be pressure-reduced.
Hazardous liquid pipelines
49 CFR 195
Section 195.452 requires integrity assessment of pipelines that could affect High Consequence Areas (HCAs). B31G and Modified B31G are accepted methods for evaluating metal-loss anomalies identified by ILI or hydrostatic testing.
Scope and Applicability
2. Pipeline Corrosion Types
Understanding corrosion morphology is essential for selecting the correct B31G assessment approach. The geometry and distribution of metal loss directly affect which assessment level is appropriate and how conservative the results will be.
External Corrosion
External corrosion is metal loss on the outside surface of the pipe, caused by coating degradation that exposes bare steel to the soil or atmospheric environment. It is the most common form of pipeline corrosion and the primary driver for B31G assessments.
- Causes: Coating holidays (disbondment, mechanical damage, aging), inadequate cathodic protection (CP) current, shielding of CP by disbonded coatings (tape wrap, shrink sleeves), high soil corrosivity (low resistivity, acidic pH), and differential aeration cells at soil interfaces.
- Detection: In-line inspection (MFL, ultrasonic), close-interval survey (CIS), direct current voltage gradient (DCVG), alternating current voltage gradient (ACVG), and bell-hole excavation with direct measurement.
- Typical morphology: Broad, shallow general corrosion or localized pitting depending on coating condition and CP effectiveness.
Internal Corrosion
Internal corrosion occurs on the inside surface of the pipe, caused by corrosive constituents in the transported fluid. In gas pipelines, it is most common at low points where water accumulates and at locations with low flow velocity.
- Causes: Free water in the gas stream (below the water dewpoint), CO2 corrosion (sweet corrosion), H2S corrosion (sour corrosion), microbiologically influenced corrosion (MIC), oxygen ingress, and erosion-corrosion at fittings and bends.
- Detection: Internal MFL or ultrasonic ILI tools, corrosion coupons, corrosion monitoring probes (ER, LPR), and internal visual inspection during maintenance shutdowns.
- Critical locations: Low points (sag bends), dead legs, areas downstream of tees, compressor station piping, and meter runs.
Corrosion Morphology Classifications
| Morphology | Description | B31G Treatment | Conservatism |
|---|---|---|---|
| General (uniform) | Broad area of roughly uniform wall thinning; width/length ratio near 1:1; gradual depth profile | Original or Modified B31G using maximum depth; 2/3 dL or 0.85 dL area approximation is reasonable | Low - area approximations closely match actual profile |
| Pitting | Localized, deep metal loss with small surface area; depth/length ratio is high; distinct pit boundaries | Original or Modified B31G using maximum pit depth; tends to be conservative because actual corroded area is much less than assumed | High - RSTRENG Level 2 profile method recovers significant pressure capacity |
| Axial grooving | Long, narrow metal loss aligned with the pipe axis; length significantly exceeds width | Most critical morphology for B31G; long axial extent increases Folias factor M, reducing predicted failure pressure | Low - this is the geometry B31G was designed for; results are most accurate |
| Circumferential grooving | Metal loss oriented around the pipe circumference; narrow in the axial direction | B31G is conservative for circumferential defects because the Folias factor assumes axial orientation; circumferential defects fail at higher pressures than B31G predicts | Very high - consider API 579 for circumferential assessments |
| Spiral / helical | Metal loss oriented at an angle to the pipe axis, often following spiral weld paths or helical coating patterns | Project defect length onto the axial direction; use projected axial length in B31G calculation | Moderate - depends on spiral angle relative to axis |
Interaction of Multiple Defects
When multiple corrosion anomalies are located close together, they may interact and behave as a single larger defect. B31G provides interaction rules based on axial and circumferential spacing:
3. Assessment Levels
ASME B31G defines three assessment levels with increasing complexity and decreasing conservatism. Each level uses more detailed information about the defect, producing a more accurate (less conservative) estimate of remaining strength.
Level 0
Screening (depth only)
Uses only defect depth as a percentage of wall thickness. If d/t < 20%, no further assessment is required for typical design factors. Quick field screening method that can be applied without detailed measurements. Most conservative level.
Level 1
Single-depth methods
Uses maximum defect depth d and overall axial length L. Includes Original B31G (2/3 dL area) and Modified B31G (0.85 dL area). Requires pipe diameter, wall thickness, grade, and MAOP. Standard industry practice for ILI anomaly evaluation.
Level 2
Profile-based (RSTRENG)
Uses the full depth profile of the defect measured at multiple points along the axial length. The RSTRENG effective area method finds the critical sub-length that produces the lowest failure pressure. Least conservative; recovers significant capacity for irregular profiles.
Assessment Level Selection
| Criterion | Level 0 | Level 1 | Level 2 |
|---|---|---|---|
| Input data required | d/t only | d, L, D, t, SMYS, MAOP | Full depth profile, D, t, SMYS, MAOP |
| Calculation complexity | Table lookup | Closed-form equation | Iterative (computer-based) |
| Conservatism | Highest | Moderate | Lowest (most accurate) |
| Typical use | Field screening, preliminary ILI review | Standard ILI anomaly evaluation | Critical anomalies, dig verification, repair avoidance |
| When to use | Quick pass/fail on shallow anomalies | Anomaly fails Level 0 screening | Anomaly fails Level 1 or repair is costly |
Level 0 Screening Criteria
4. Key Parameters
Every B31G assessment requires the same fundamental set of input parameters. Understanding each parameter, its source, and its effect on the result is essential for accurate evaluation.
Defect Parameters
| Parameter | Symbol | Units | Source | Effect on Result |
|---|---|---|---|---|
| Maximum defect depth | d | inches (or mm) | ILI data, pit gauge, UT measurement | Deeper defects produce lower failure pressure; most sensitive parameter |
| Axial defect length | L | inches (or mm) | ILI data, direct measurement | Longer defects increase Folias factor M, reducing failure pressure |
| Defect depth profile | d(x) | depth at position x | Detailed UT scan or ILI depth profile | Used only in Level 2 RSTRENG; provides most accurate area estimate |
| Depth ratio | d/t | dimensionless | Calculated: d divided by t | Primary screening criterion; d/t > 0.80 requires immediate repair |
Pipe Parameters
| Parameter | Symbol | Units | Source | Notes |
|---|---|---|---|---|
| Outside diameter | D | inches | Pipe specification, field measurement | NPS designation; typical range 4" to 48" for transmission |
| Nominal wall thickness | t | inches | Pipe specification, mill test report | Use nominal value; do not subtract mill tolerance unless conservative result is needed |
| Specified minimum yield strength | SMYS | psi | Pipe specification, API 5L grade | Common grades: X42 (42,000), X52 (52,000), X60 (60,000), X65 (65,000), X70 (70,000) |
Operating Parameters
| Parameter | Symbol | Units | Description |
|---|---|---|---|
| Maximum Allowable Operating Pressure | MAOP | psig | The maximum pressure at which the pipeline is permitted to operate under 49 CFR 192 or 195. Established by the design formula, hydrostatic test, or operating history. |
| Design factor | F | dimensionless | Class location factor per 49 CFR 192.111: Class 1 = 0.72, Class 2 = 0.60, Class 3 = 0.50, Class 4 = 0.40. Determines the ratio of MAOP to the pipe yield pressure. |
| Design pressure (yield) | P_y | psig | P_y = (2 x SMYS x t) / D. The pressure at which hoop stress equals SMYS. MAOP = F x P_y for Barlow-based design. |
Flow Stress
Flow stress represents the effective stress at which the remaining ligament of corroded pipe yields and begins to bulge outward. It accounts for the fact that pipe steel work-hardens beyond SMYS before reaching ultimate tensile strength (UTS). Different B31G versions use different flow stress definitions:
5. Original B31G Method
The Original B31G method, first published in 1984, is the simplest closed-form approach for estimating the failure pressure of corroded pipe. It uses a parabolic approximation for the corroded area and a flow stress of 1.1 x SMYS.
Area Approximation
The Original B31G method assumes that the longitudinal cross-section of the corroded area (viewed as a depth profile along the pipe axis) can be approximated by a parabola. This yields a metal loss area of 2/3 of the bounding rectangle (d x L):
Failure Pressure Equation
Step-by-Step Procedure
6. Modified B31G Method
The Modified B31G method (also called the 0.85 dL method) was developed by Kiefner and Vieth in 1989 to reduce the excessive conservatism of the Original method while maintaining adequate safety margins. It uses two key improvements: a less conservative area approximation and a higher flow stress.
Key Improvements Over Original B31G
Area approximation
0.85 dL (rectangular)
Instead of the 2/3 dL parabolic assumption, Modified B31G uses 0.85 dL as the effective corroded area. This is a modified rectangular approximation that more accurately represents typical corrosion profiles based on empirical burst test data.
Flow stress
SMYS + 10,000 psi
The flow stress is increased from 1.1 x SMYS to SMYS + 10,000 psi. This better represents the actual stress at which corroded pipe fails, accounting for strain hardening. Validated against over 150 burst tests.
Folias factor
Improved polynomial
The Folias bulging factor uses a more accurate polynomial expression that extends the valid range beyond L^2/(Dt) = 20, eliminating the discontinuous transition to the "long defect" equation.
Failure Pressure Equation
Comparison: Original vs Modified B31G
| Feature | Original B31G | Modified B31G |
|---|---|---|
| Area approximation | 2/3 dL (parabolic) | 0.85 dL (modified rectangular) |
| Flow stress | 1.1 x SMYS | SMYS + 10,000 psi |
| Folias factor | sqrt(1 + 0.8 x L^2/Dt), limited to L^2/Dt <= 20 | Polynomial, valid to L^2/Dt = 50+ |
| Long defect handling | Abrupt switch to (1-d/t) formula at L^2/Dt = 20 | Smooth polynomial transition; linear for L^2/Dt > 50 |
| Typical failure pressure prediction | 15-40% below actual burst | 5-15% below actual burst |
| Effect on repair decisions | More repairs required (conservative) | Fewer unnecessary repairs |
| Regulatory acceptance | 49 CFR 192.485, ASME B31G-2012 | 49 CFR 192.485, ASME B31G-2012 |
When to Use Modified vs Original
- Use Modified B31G when: You want a more accurate (less conservative) result to potentially avoid costly repairs. The Modified method is the standard practice for most pipeline operators and is accepted by PHMSA as equivalent to the Original method.
- Use Original B31G when: Maximum conservatism is desired, when regulatory or company policy requires the Original method, or for quick conservative screening calculations.
- Use both methods when: The anomaly is borderline (near the acceptance threshold). If both methods agree the anomaly is acceptable, confidence is high. If the Modified method accepts but the Original rejects, the engineer should consider the specific circumstances and potentially apply Level 2 (RSTRENG).
7. Folias Bulging Factor
The Folias bulging factor M is the most important geometric parameter in the B31G equation. It accounts for the stress concentration and outward bulging that occurs at a thinned region of pressurized pipe. Understanding M is essential for interpreting B31G results and assessing the effect of defect length on remaining strength.
Physical Meaning
When internal pressure acts on a pipe with a locally thinned wall, the reduced-thickness region experiences higher hoop stress than the surrounding full-thickness pipe. Additionally, the thinned region bulges outward, creating a local deformation that further concentrates stress. The Folias factor quantifies this combined stress magnification effect.
- M = 1.0: Would correspond to a through-wall slot (no bulging effect) or an infinitely small defect. In practice, M is always greater than 1.0 for finite-length defects.
- M increases with defect length: Longer defects allow more outward bulging under pressure, increasing the stress concentration. This is why long, shallow corrosion can be more critical than short, deep pitting.
- M depends on pipe geometry (D and t): Larger diameter pipe with thinner walls (higher D/t ratio) is more susceptible to bulging. The parameter L^2/(Dt) captures this combined effect.
Folias Factor Equations
Effect of L^2/(Dt) on Remaining Strength
The dimensionless parameter L^2/(Dt) is the single most important variable controlling the Folias factor. It combines defect length, pipe diameter, and wall thickness into one parameter that determines how much the defect weakens the pipe.
| L^2/(Dt) | M (Modified) | Effect | Example (24" x 0.375" pipe) |
|---|---|---|---|
| 0 - 2 | 1.0 - 1.5 | Minor bulging effect; defect length has small impact | L < 4.2 inches |
| 2 - 10 | 1.5 - 2.7 | Moderate bulging; defect length significantly affects result | L = 4.2 to 9.5 inches |
| 10 - 20 | 2.7 - 3.7 | Substantial bulging; long defects cause significant strength reduction | L = 9.5 to 13.4 inches |
| 20 - 50 | 3.7 - 5.4 | Large bulging effect; approach to long-defect behavior | L = 13.4 to 21.2 inches |
| > 50 | > 5.4 | Very long defect; nearly equivalent to continuous wall thinning | L > 21.2 inches |
Practical Implications
- Short defects (L^2/(Dt) < 4): The Folias factor is relatively small, meaning the defect length has limited impact. The result is dominated by defect depth. Short, deep pits are evaluated primarily by their depth ratio d/t.
- Long defects (L^2/(Dt) > 20): The Folias factor causes substantial reduction in predicted failure pressure. Even moderate-depth corrosion (d/t = 0.30-0.40) over a long axial extent can require repair. This is why axial grooving is the most critical corrosion morphology.
- Pipe size effect: For the same defect length L, larger diameter thin-walled pipe has a higher L^2/(Dt) and therefore a higher Folias factor. A 6-inch long defect on 36" x 0.312" pipe (L^2/(Dt) = 3.2, M = 1.68) is more critical than the same defect on 12" x 0.375" pipe (L^2/(Dt) = 8.0, M = 2.39). Wait -- the 12-inch pipe has the higher L^2/(Dt). This is because smaller diameter pipe has a lower Dt product, making any given defect length relatively more significant.
8. RSTRENG Effective Area Method
The RSTRENG (Remaining Strength) effective area method is a Level 2 assessment that uses the full depth profile of the corrosion defect rather than just the maximum depth and overall length. It finds the critical sub-length within the defect that produces the lowest predicted failure pressure, eliminating the conservatism inherent in using maximum depth over the entire defect length.
Concept: River-Bottom Profile
The effective area method discretizes the corrosion defect into a series of depth readings along the axial direction. The depth profile is measured at regular intervals (typically every 0.5 to 1.0 inch) from one end of the defect to the other. This profile represents the maximum depth at each axial location, analogous to following the deepest path along a river bottom.
Why RSTRENG Recovers Pressure Capacity
Level 1 methods (Original and Modified B31G) assume that the maximum depth d applies uniformly across the entire defect length L. For defects with irregular profiles -- especially pitting corrosion where deep pits are surrounded by shallower wall loss -- this assumption is very conservative.
When RSTRENG Provides the Most Benefit
| Defect Profile | Level 1 vs Level 2 Difference | RSTRENG Benefit |
|---|---|---|
| Uniform general corrosion (flat depth profile) | Small (5-10%) | Minimal - Level 1 area assumption is reasonable |
| Single deep pit with shallow surroundings | Large (25-40%) | Significant - the critical sub-length is much shorter than overall L |
| Multiple separated pits within one ILI indication | Large (20-35%) | Significant - RSTRENG evaluates each pit cluster independently |
| Axial groove with uniform depth | Small (5-15%) | Moderate - area is reasonably approximated by Level 1 |
| Tapered corrosion (gradually increasing then decreasing depth) | Moderate (10-20%) | Moderate - depends on how sharply the depth varies |
Practical Considerations
- Data source: RSTRENG requires detailed depth profile data. This can come from UT grid scans during excavation, high-resolution ILI data (modern MFL and UT tools report depth profiles), or laser scanning of exposed corrosion during bell-hole examinations.
- Measurement spacing: Closer spacing (0.5 inch or less) provides more accurate results but requires more data. For most applications, 1-inch spacing is adequate. Spacing greater than 2 inches may miss critical features.
- Computational requirement: For n measurement points, RSTRENG evaluates n(n+1)/2 sub-length combinations. For a 24-inch defect with 0.5-inch spacing (n = 49 points), this is 1,225 evaluations -- trivial for a computer but impractical by hand.
- Software: The original RSTRENG software was developed by Kiefner and Associates. Several commercial pipeline integrity management software packages now include RSTRENG or equivalent effective area calculations.
9. Acceptance Criteria
The B31G assessment produces a predicted failure pressure P_f. To determine whether the corroded pipe segment can remain in service, this failure pressure must be compared to the MAOP using appropriate safety factors defined by regulation and the applicable code.
49 CFR 192.485 Requirements
For gas pipelines regulated under 49 CFR Part 192, Section 192.485 prescribes the criteria for evaluating pipe with corrosion metal loss discovered during integrity assessments:
Acceptance Decision Matrix
| Condition | Action Required | Timeline |
|---|---|---|
| P_f >= (1/F) x MAOP | Acceptable at current MAOP. Document and monitor. | No immediate action; re-assess at next integrity interval. |
| MAOP < P_f < (1/F) x MAOP | The pipe will not fail at MAOP but does not have the full design safety margin. Evaluate using Modified B31G or RSTRENG Level 2 if Original was used. Consider remediation at next opportunity. | Remediate within scheduled maintenance window or next planned excavation. |
| 1.1 x MAOP < P_f < MAOP | Predicted failure pressure is above MAOP but margin is small. Reduce pressure or repair. | Within 180 days per integrity management program. |
| P_f < 1.1 x MAOP | Immediate condition. Reduce pressure to safe level or repair immediately. | Immediate (within days); pressure reduction while planning repair. |
| d/t > 80% | Immediate repair regardless of calculated failure pressure. Wall is critically thin. | Immediate. |
Repair Methods
When a corrosion anomaly does not meet acceptance criteria, several repair methods are available:
- Full-encirclement steel sleeve (Type B): A pressure-containing steel sleeve welded over the corroded area. This is the most common permanent repair for transmission pipelines. The sleeve restores the pressure capacity of the pipe regardless of the corrosion severity beneath it.
- Composite wrap repair: Fiberglass or carbon fiber composite material wrapped around the corroded section and cured in place. Suitable for corrosion up to approximately 80% wall loss. Lower cost than steel sleeves but has a finite service life (typically 20-50 years).
- Pipe replacement (cut-out): Removing the corroded section and welding in a new pipe segment. The most definitive repair but requires a pipeline shutdown unless hot tapping and plugging are used.
- Pressure reduction: Reducing MAOP to a level where the corroded segment meets acceptance criteria. Used as a temporary measure while planning permanent repair, or as a permanent solution for low-criticality locations.
- Grinding (for shallow defects): Mechanical removal of corrosion products and blending the pit profile to reduce stress concentration. Only applicable for very shallow defects (d/t < 12.5% for some operators) and requires verification that the ground profile does not create a new stress riser.
10. Worked Examples
The following examples demonstrate the complete B31G calculation procedure for a typical transmission pipeline anomaly, using both the Original and Modified methods.
Example Problem Setup
Example 1: Original B31G Method
Example 2: Modified B31G Method
Comparison of Results
| Parameter | Original B31G | Modified B31G | Difference |
|---|---|---|---|
| Flow stress (psi) | 57,200 | 62,000 | +8.4% |
| Folias factor M | 2.586 | 2.300 | -11.1% |
| Predicted failure pressure (psig) | 1,462 | 1,501 | +2.7% |
| Safe operating pressure (psig) | 1,052 | 1,081 | +2.8% |
| Margin above MAOP | +52 psig (5.2%) | +81 psig (8.1%) | -- |
| Acceptance decision | ACCEPTABLE | ACCEPTABLE | Both pass |
Example 3: Deeper Defect Requiring Repair
11. Limitations
ASME B31G is a powerful and widely-used tool, but it has specific limitations that must be understood to avoid misapplication. Using B31G outside its valid scope can produce unconservative (dangerous) or excessively conservative results.
Defect Types NOT Covered by B31G
| Defect Type | Why B31G Does Not Apply | Recommended Method |
|---|---|---|
| Stress corrosion cracking (SCC) | B31G assumes volumetric metal loss. Cracks have sharp tips with stress intensity factors that B31G does not account for. Crack-like defects fail by fracture, not plastic collapse. | API 579 Part 9, ASME B31.8S Appendix A3, fracture mechanics (K_IC / CTOD analysis) |
| Dents and mechanical damage | Dents involve plastic deformation and residual stress that alter the pipe's capacity in ways not captured by the B31G metal loss model. Dents with metal loss are particularly dangerous. | ASME B31.8 Appendix R, API 1160, strain-based analysis, PRCI dent assessment methods |
| Seam weld defects | B31G was derived from burst tests on pipe body defects. Seam welds may have different material properties (lower toughness) and pre-existing manufacturing defects that change the failure mode. | API 579, PRCI seam weld assessment methods, fracture mechanics for low-toughness seam welds (ERW, flash weld, lap weld) |
| Girth weld defects | Girth welds experience bending and axial stresses that B31G does not consider. The failure mode for girth weld defects is different from pipe body corrosion. | API 1104, BS 7910, ECA (engineering critical assessment) |
| Fatigue cracks | Fatigue cracks grow under cyclic loading. B31G evaluates static burst pressure only and cannot predict remaining fatigue life or crack growth rate. | BS 7910, API 579 Part 9, Paris law fatigue crack growth analysis |
| Selective seam corrosion | Preferential corrosion along or within the seam weld combines metal loss with potentially reduced seam weld toughness. B31G does not account for the seam weld material properties. | Hydrostatic testing, API 579, operator-specific assessment procedures |
Geometric Limitations
- Interacting defects: B31G evaluates individual, isolated defects. When multiple defects are close together (axial spacing less than 3t or circumferential overlap), they may interact and behave as a single larger defect. Interaction rules must be applied before the B31G calculation. Failure to account for interaction can produce unconservative results.
- Circumferential extent: B31G assumes that the defect is narrow relative to the pipe circumference. For very wide defects spanning a significant fraction of the circumference, the axial stress (which is half the hoop stress under internal pressure) may become the controlling failure mode. B31G does not evaluate circumferential failure.
- Complex shapes: B31G assumes a simple axial defect profile. Defects with complex three-dimensional geometry (multiple pits, spiral patterns, branching corrosion) may require finite element analysis (FEA) for accurate assessment.
- Wall thickness variations: B31G uses a single nominal wall thickness. If the pipe has significant wall thickness variation due to manufacturing tolerance or prior general corrosion, the assessment should use the measured wall thickness at the defect location rather than the nominal value.
Loading Limitations
- Internal pressure only: B31G considers failure due to internal pressure (hoop stress) only. It does not account for external loads such as soil loading, thermal expansion, settlement, landslide forces, or seismic loading. Pipe segments subject to significant external loads may require a combined loading assessment per API 579 or finite element analysis.
- Static loading: B31G predicts burst pressure under static (monotonically increasing) internal pressure. It does not predict behavior under cyclic pressure loading (fatigue) or dynamic loading (pressure surge, water hammer). Pipelines with significant pressure cycling may require fatigue life assessment in addition to B31G.
- Temperature: B31G uses room-temperature material properties. For pipelines operating at elevated temperatures (above 250 degF) or very low temperatures (below -20 degF), temperature-adjusted material properties should be used.
Material Limitations
- Carbon and low-alloy steel only: B31G was developed and validated for carbon steel and low-alloy steel pipe manufactured to API 5L specifications. It should not be applied to stainless steel, duplex steel, clad pipe, or non-metallic pipe without engineering justification.
- Grade range: The burst test database used to validate B31G covered grades from Grade B (SMYS = 35,000 psi) through X65 (SMYS = 65,000 psi). Application to higher grades (X70, X80, X100) requires caution because the flow stress assumptions may not be valid for high-strength steels with lower strain-hardening ratios.
- Toughness assumed adequate: B31G assumes that the pipe steel has sufficient toughness to fail by plastic collapse (ductile failure) rather than brittle fracture. For vintage pipe with low Charpy toughness (pre-1970 pipe, especially ERW pipe), a fracture mechanics assessment may be more appropriate.
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