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Casing Burst & Collapse

Casing design requires evaluating burst (internal pressure exceeding external) and collapse (external pressure exceeding internal) loads throughout the well. Burst resistance prevents casing rupture during kick situations, pressure testing, or stimulation. Collapse resistance prevents casing deforma...

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Overview

Casing design requires evaluating burst (internal pressure exceeding external) and collapse (external pressure exceeding internal) loads throughout the well. Burst resistance prevents casing rupture during kick situations, pressure testing, or stimulation. Collapse resistance prevents casing deformation under external formation pressure or cement loads. Design factors (safety factors) are applied to ensure reliable performance.

Theory

Casing is rated for three primary loads:

  1. Burst: Internal pressure > external pressure (e.g., during a kick)
  2. Collapse: External pressure > internal pressure (e.g., during cementing or lost circulation)
  3. Tension: Axial load from casing weight and operational loads
  4. The API ratings for burst and collapse are published for standard casing sizes, weights, and grades.

    Formulas

    Burst Pressure (Barlow's Formula)

    P_burst = 0.875 * 2 * σy * t / OD

    where σy = minimum yield strength (psi), t = wall thickness (in), OD = outer diameter (in), 0.875 = 87.5% wall thickness factor (API manufacturing tolerance).

    Collapse Pressure (API Bulletin 5C3)

    API defines four collapse regimes based on D/t ratio:

    Yield Strength Collapse (low D/t):

    Pc = 2 * σy * ((D/t - 1) / (D/t)^2)

    Plastic Collapse:

    Pc = σy * (A / (D/t) - B) - C

    Transition Collapse:

    Pc = σy * (F / (D/t) - G)

    Elastic Collapse (high D/t):

    Pc = 46.95e6 / ((D/t) * ((D/t) - 1)^2)

    where A, B, C, F, G are functions of yield strength (tabulated in API 5C3).

    Design Factors

    Burst Design Factor = P_burst_rating / P_burst_load ≥ 1.1 (typical)
    Collapse Design Factor = P_collapse_rating / P_collapse_load ≥ 1.0 to 1.125
    Tension Design Factor = σy * A_pipe / F_tension ≥ 1.6 to 1.8

    Burst Load (Kick Scenario)

    P_burst_load = P_formation - P_mud_outside + P_kick

    At surface (worst case):

    P_surface = SICP (shut-in casing pressure during kick)

    Collapse Load

    P_collapse_load = P_mud_outside - P_inside

    Worst case: full mud column outside, empty inside (lost circulation or evacuation).

    Worked Example

    Given: 9-5/8" 47 lb/ft N-80 casing. OD = 9.625", ID = 8.681", t = 0.472".

    Burst (Barlow):

    P_burst = 0.875 * 2 * 80,000 * 0.472 / 9.625
            = 0.875 * 75,520 / 9.625
            = 6,866 psi

    (API rated: 6,870 psi — matches)

    Collapse check (D/t = 9.625/0.472 = 20.39):

    For N-80, D/t = 20.39 falls in plastic collapse regime:

    A = 3.071, B = 0.0667, C = 1955
    Pc = 80,000 * (3.071/20.39 - 0.0667) - 1955
       = 80,000 * (0.1506 - 0.0667) - 1955
       = 80,000 * 0.0839 - 1955
       = 6,712 - 1955
       = 4,757 psi

    (API rated: 4,750 psi — matches)

    Design check at 10,000 ft, 12.0 ppg mud outside, empty inside:

    Collapse load = 0.052 * 12.0 * 10,000 = 6,240 psi
    DF_collapse = 4,757 / 6,240 = 0.76 → FAILS (need heavier wall or higher grade)

    Valid Ranges

    ParameterCommon Values
    Casing gradesH-40, J-55, K-55, N-80, L-80, C-95, P-110, Q-125
    OD (surface)13-3/8", 16", 20"
    OD (intermediate)9-5/8", 10-3/4", 11-3/4"
    OD (production)5-1/2", 7", 7-5/8"
    Burst DF1.1 – 1.25
    Collapse DF1.0 – 1.125
    Tension DF1.6 – 2.0

    References

    1. API TR 5C3 — Technical Report on Equations and Calculations for Casing, Tubing, and Line Pipe.
    2. API 5CT — Specification for Casing and Tubing.
    3. Rabia, H. (2002). Well Engineering & Construction. Entrac Consulting.
    4. PetroWiki — Casing design: https://petrowiki.spe.org/Casing_design

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